tag:blogger.com,1999:blog-11376197864840409062024-02-19T00:38:23.477-08:00Aula de TecnologíaBlog del Aula de Tecnología de las Escuelas del Ave María de MálagaManuelhttp://www.blogger.com/profile/12629484008958688756noreply@blogger.comBlogger29125tag:blogger.com,1999:blog-1137619786484040906.post-44659887982120407962020-05-10T15:35:00.000-07:002020-05-10T15:35:59.562-07:00Dibujo Técnico: repaso de 2ª parte de geometría<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">¡Hola
a todos! Esta semana seguimos repasando dibujo técnico. </span></span><br />
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><u>MATERIAL</u><span style="font-weight: normal;"> d</span>e referencia:</span></span></h4>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Como</span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><span style="font-size: xx-small;"> <span style="font-size: small;">en la ficha nº 8 que teníamos en papel hay un fallo, es mejor guiarnos por la siguiente explicación</span></span></span>:</span>
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FICHA Nº 7: <span style="font-weight: normal;">CIRCUNFERENCIA QUE PASA POR TRES
PUNTOS MEDIANTE CIRCUNCENTRO</span> <span style="background-color: white;"> <span style="background-color: #cfe2f3;"><a href="https://www.mongge.com/ejercicios/7674" target="_blank">Pincha aquí</a></span></span></h4>
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<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "times new roman";"> </span></span></span>FICHA Nº 8: <span style="font-weight: normal;">CIRCUNFERENCIA INSCRITA EN UN
TRIÁNGULO MEDIANTE INCENTRO </span> <span style="background-color: #cfe2f3;"><a href="https://www.mongge.com/ejercicios/26600" target="_blank">Pincha aquí</a></span></h4>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u>TAREAS</u></b> correspondientes:<br />
</span></span><br />
<ul>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>RECUPERAR </b></span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">el trabajo hecho hasta ahora en la tercera evaluación, si fuera necesario. </span></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>DIBUJAR</b>, siguiendo
las instrucciones de los enlaces de arriba en folio en blanco. No
utilizar papel de cuadritos. En seis hojas, organizar el espacio para que
quepa</span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">: </span></span></span></span></span></span></span></span><ul>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Tres ejercicios de circuncentro. Uno en cada hoja. Elegir los tres puntos origen del ejercicio lo más separados posible, pero teniendo en cuenta que luego tendremos que tener espacio suficiente para trazar por fuera las mediatrices y la circunferencia.</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Tres ejercicios de incentro. Uno en cada hoja. Elegir los tres puntos origen del ejercicio lo más separados posible.</span></span></span></span></span></span></span></li>
</ul>
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<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>ESCANEAR</b> toda la tarea junta en un único archivo PDF, según las instrucciones mostradas en este blog.</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>INGRESAR</b> en la plataforma Google Classroom.</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>APUNTARSE</b> en la clase "Tecnología 2º B" mediante el código facilitado por email.</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>ENTREGAR </b>la tarea en el apartado correspondiente del tema "Dibujo Técnico" del Google Classroom. Es obligatorio identificarse con nombre y apellidos. Cuidar la ortografía.<span style="background-color: white;"></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: yellow;"><span style="color: red;"><b>NO ENVIAR ESTA TAREA POR CORREO ELECTRÓNICO</b></span></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>FECHA LÍMITE </b>DE ENTREGA de las tareas: jueves 14 de mayo.</span></span> </span></span></li>
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<br />Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-84521465429838789892020-05-04T00:59:00.000-07:002020-05-10T15:33:56.385-07:00Dibujo Técnico: repaso de 1ª parte de geometría<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">¡Hola a todos! Esta semana repasamos dibujo técnico. Nos centraremos en las primeras láminas de la segunda evaluación, ya que he visto que hay bastantes errores y alumnos que no las tienen bien.<b><u> </u></b></span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u>MATERIAL</u></b> de referencia:</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Existe una sitio web muy interesante para dibujo técnico con ayuda para las fichas que hemos hecho.Si después de ver los enlaces de cada ficha, sigues teniendo dudas: </span><b><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: #cfe2f3;"><a href="http://www.mongge.com/" target="_blank">Pincha aquí </a></span></span></b><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">SOLUCIONES:</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-weight: normal;">
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-weight: normal;">
FICHA Nº 4:</span> <span style="font-weight: normal;">DIVISIÓN DE UN SEGMENTO EN PARTES
IGUALES</span> <span style="font-weight: normal;">Teorema de</span> <span style="font-weight: normal;">Thales de Mileto</span> <span style="background-color: #cfe2f3;"><span style="background-color: white;"> </span> <a href="https://www.mongge.com/ejercicios/11335" target="_blank">Pincha aquí</a></span></span></h4>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-weight: normal;">FICHA Nº 5:</span> <span style="font-weight: normal;">TRAZADO DE MEDIATRICES</span> <span style="background-color: white;"><a href="https://www.mongge.com/ejercicios/40446" target="_blank"> <span style="background-color: #cfe2f3;">Pincha aquí</span></a></span></span></h4>
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<span style="font-weight: normal;">FICHA Nº 6: </span><span style="font-weight: normal;">TRAZADO DE BISECTRICES</span> <span style="background-color: #cfe2f3;"><a href="https://www.mongge.com/ejercicios/669" target="_blank">Pincha aquí </a></span></span><a href="https://www.mongge.com/ejercicios/669" target="_blank"><br /></a></h4>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u>TAREAS</u></b> correspondientes:<br />
</span></span><br />
<ul>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>RECUPERAR </b></span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">el trabajo hecho hasta ahora en la tercera evaluación, si fuera necesario.</span></span><b> </b></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>DIBUJAR</b>, siguiendo
las instrucciones de los enlaces de arriba en folio en blanco. No
utilizar papel de cuadritos. En una carilla, organizar el espacio para que
quepa</span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">: </span></span></span></span></span></span></span></span><ul>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Dos
ejercicios de Thales de Mileto, dividiendo en el número de partes
iguales que se quiera un segmento dibujado con longitud y orientación
libres.</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Un ejercicio de mediatriz</span></span></span></span></span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Un ejercicio de bisectriz</span></li>
</ul>
</li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>ESCANEAR</b> toda la tarea junta en un único archivo PDF, según las instrucciones mostradas en este blog.</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>ENVIAR</b> el archivo escribiendo</span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: 12.0pt; font-weight: normal; line-height: 115%;"> obligatoriamente <u>en el asunto: curso, nº de lista, apellido y nombre de la tarea</u> por este orden.</span> </span>Por motivos de seguridad en internet, <u>no será revisado ningún email recibido desde una dirección de correo</u> distinta a las registradas en Séneca o autorizadas por la profesora con anterioridad.</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>FECHA LÍMITE </b>DE ENTREGA de las tareas: jueves 7 de mayo.</span></span> </span></span></li>
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Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-22605001924931958782020-04-27T02:21:00.002-07:002020-04-27T02:22:29.121-07:00Corrección de la segunda tanda de ejercicios de materiales<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u>MATERIAL</u></b> de referencia:</span></span><b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span></b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span><br />
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<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">EJERCICIOS<b> </b>9, 11 a 18, 33 y 34 corregidos de materiales.</span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><b> <span style="background: #cfe2f3; font-size: x-small;"><a href="https://drive.google.com/file/d/1L53wK6pIQ3klekVBLeXxdfMYxj-eQEhJ/view?usp=sharing" target="_blank">Pincha aquí</a> </span></b></span></span></li>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u>TAREAS</u></b> correspondientes:<br />
</span></span><br />
<ul>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>RECUPERAR </b></span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">el trabajo hecho hasta ahora en la tercera evaluación, si fuera necesario.</span></span><b> </b></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>CORREGIR</b> </span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">los ejercicios de materiales, tachando en boli rojo los que estén mal y escribiendo al lado la respuesta correcta</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>ESCANEAR</b> toda la tarea junta en un único archivo PDF, según las instrucciones mostradas en este blog.</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>ENVIAR</b> el archivo escribiendo</span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: 12.0pt; font-weight: normal; line-height: 115%;"> obligatoriamente <u>en el asunto: curso, nº de lista, apellido y nombre de la tarea</u> por este orden.</span> </span>Por motivos de seguridad en internet, <u>no será revisado ningún email recibido desde una dirección de correo</u> distinta a las registradas en Séneca o autorizadas por la profesora con anterioridad.</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>FECHA LÍMITE DE ENTREGA </b>de las tareas: jueves 30 de abril.</span></span> </span></span></li>
</ul>
<br />Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-91395321644843420532020-04-20T00:09:00.001-07:002020-04-20T01:22:35.369-07:00Ejercicios de metales y corrección de los ejercicios anteriores<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Hola a todos. Esta semana vamos a seguir aprendiendo sobre los metales y a corregir los ejercicios que hemos hecho sobre materiales y madera.</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u>MATERIAL</u></b> de referencia:</span></span>
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<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>APUNTES</b> </span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">que
ya teníamos en clase, pero en el que están subrayados los conceptos más
importantes sobre los METALES. Ir directamente a la página 13</span></span>: </span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><b> <span style="background: #cfe2f3; font-size: x-small;"><a href="https://drive.google.com/file/d/1JSktAmdPk1kEZEOGqXvstEZAno483vhC/view?usp=sharing" target="_blank">Pincha aquí</a></span></b><span style="background: #cfe2f3; font-size: x-small;"><span style="background-color: white;"> </span></span><b><span style="background: #cfe2f3; font-size: x-small;"><br /></span></b></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>VÍDEOS </b>para poder entender mejor los apuntes, en el caso que no se vieran la semana pasada: </span></span></span></span></li>
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<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Cl</span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">asificación de los materiales: ver hasta minuto 3:05</span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> <span style="font-size: x-small;">
</span></span></span></span></span><span style="font-size: x-small;"><b> <span style="background: #CFE2F3;"><a href="https://youtu.be/wr6KQqi9Lxo" target="_blank">Pincha aquí</a></span></b></span></span></span></span></span></span></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Metales 1 Propiedades </span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;">
</span></span></span></span></span><span style="font-size: x-small;"><b> <span style="background: #CFE2F3;"><a href="https://youtu.be/NKPXFz6NYFY" target="_blank">Pincha aquí</a></span></b></span></span></span></span></span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Materiales metálicos</span> <span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;">
</span></span></span></span></span><span style="font-size: x-small;"><b> <span style="background: #CFE2F3;"><a href="https://youtu.be/Hh1z9zsYDpI" target="_blank">Pincha aquí</a></span></b></span></span></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><div class="MsoListParagraph" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1; text-indent: -18.0pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="line-height: 115%;">2ºESO Metales 1 Propiedades</span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span></span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;"><b><span style="background: #CFE2F3;"><a href="https://youtu.be/wr6KQqi9Lxo" target="_blank">Pincha aquí</a> <span style="background-color: white;"> </span></span></b> </span></span></span></span></span></div>
</span></span></span></span></li>
</ul>
</ul>
<ul>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>EJERCICIOS RESUELTOS DEL 1 AL 8.</b> </span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span></span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;"><b><span style="background: #CFE2F3;"><a href="https://drive.google.com/file/d/1hNzsJe_9XBmHBx0LgNTb4oLPDzgR0lYN/view?usp=sharing" target="_blank">Pincha aquí</a> <span style="background-color: white;"> </span></span></b> </span></span></span></span></span></span></span></span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><div class="MsoListParagraph" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1; text-indent: -18.0pt;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;"> </span></span></span></span></span></div>
</span></span></span></span></li>
</ul>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span></span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
<b><u>TAREAS</u></b> correspondientes:</span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span><br />
<ul>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>RECUPERACIÓN </b>del trabajo hecho hasta ahora, si fuera necesario <b><br /></b></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>CORRECCIÓN </b>de los ejercicios</span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> del 1 al 8, según se hayan hecho en la libreta o en la fotocopia, escribiendo con bolígrafo rojo las respuestas correctas, si hubiera errores.</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>EJERCICIOS </b>9, 11 a 18, 33 y 34 de los apuntes del enlace anterior. Están marcados en amarillo. Se deben hacer directamente en la fotocopia, si es posible.</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>ESCANEAR</b> toda la tarea junta en un único archivo según las instrucciones. </span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>FECHA LÍMITE DE ENTREGA </b>de las tareas: jueves 23 de abril.</span></span> </span></span></li>
</ul>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span> </span></span>Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-61535679080446116142020-04-14T10:57:00.001-07:002020-09-23T14:48:41.654-07:00Metales<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Hola a todos. Después del merecido descanso: ¡toca trabajar para seguir aprendiendo!</span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><u>MATERIAL</u></b> para poder trabajar este bloque:</span></span>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
<br />
<ul>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>APUNTES</b> </span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">que
ya teníamos en clase, pero en el que están subrayados los conceptos más
importantes sobre los METALES. Ir directamente a la página 13</span></span>: </span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><b> <span style="background: #cfe2f3; font-size: x-small;"><a href="https://drive.google.com/file/d/1JSktAmdPk1kEZEOGqXvstEZAno483vhC/view?usp=sharing" target="_blank">Pincha aquí</a> </span></b></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>VÍDEOS </b>para poder entender mejor los apuntes: </span></span></span></span></li>
<ul>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Cl</span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">asificación de los materiales: ver hasta minuto 3:05</span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> <span style="font-size: x-small;">
</span></span></span></span></span><span style="font-size: x-small;"><b> <span style="background: #CFE2F3;"><a href="https://youtu.be/wr6KQqi9Lxo" target="_blank">Pincha aquí</a></span></b></span></span></span></span></span></span></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Metales 1 Propiedades </span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;">
</span></span></span></span></span><span style="font-size: x-small;"><b> <span style="background: #CFE2F3;"><a href="https://youtu.be/NKPXFz6NYFY" target="_blank">Pincha aquí</a></span></b></span></span></span></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span></span></span></span></span></span></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;">Materiales metálicos</span> <span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;">
</span></span></span></span></span><span style="font-size: x-small;"><b> <span style="background: #CFE2F3;"><a href="https://youtu.be/Hh1z9zsYDpI" target="_blank">Pincha aquí</a></span></b></span></span></span></span></span></li>
</ul>
</ul>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span></span></span><br />
<ul>
</ul>
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
<b><u>TAREAS</u></b> correspondientes:</span></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b> </b></span></span><br />
<ul>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>ESQUEMA</b> resumiendo los apuntes del enlace anterior. Solo lo subrayado de la página 13 a la 15.</span></span></li>
</ul>
<ul>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>RECUPERACIÓN</b> de las tareas no entregadas hasta ahora, quien las tenga pendientes</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>FECHA DE ENTREGA </b>de las tareas: jueves 16 de abril. </span></span></li>
</ul>
Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-73798505290275227762020-03-29T15:37:00.003-07:002020-09-23T14:47:19.248-07:00Vocabulario en inglés sobre materiales<!--[if gte mso 9]><xml>
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<br />
<h4 style="margin-left: 18pt; text-align: justify; text-indent: -18pt;">
<span style="color: windowtext; font-family: "Calibri","sans-serif"; font-size: 12.0pt; font-style: normal; font-weight: normal; line-height: 115%; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: windowtext; font-family: "Calibri","sans-serif"; font-size: 12.0pt; font-style: normal; font-weight: normal; line-height: 115%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Vamos a seguir en la
libreta con el vocabulario de inglés numerado, hay que poner un número en el
margen izquierdo antes de cada palabra. Incluir las palabras sobre materiales
que aparecen en el siguiente enlace. Hay que bajar un poco con el ratón para
encontrar la lista de palabras, que empieza con el siguiente encabezamiento: Términos
de la unidad.</span></h4>
<div class="MsoNormal" style="tab-stops: 13.0cm;">
<span style="font-size: 12.0pt; line-height: 115%;"> <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="tab-stops: 13.0cm;">
<span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>El enlace
es:<span style="mso-spacerun: yes;"> </span><a href="https://quizlet.com/_4t3k5p?x=1jqt&i=2majcq">https://quizlet.com/_4t3k5p?x=1jqt&i=2majcq</a></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 18.0pt; mso-add-space: auto; tab-stops: 13.0cm;">
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<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18pt; text-align: justify; text-indent: -18pt;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%;">Escanear en un único archivo todos
los documentos siguientes y enviarlos desde el correo registrado en Séneca. Es <b><u>muy importante escanear siguiendo las instrucciones</u></b> de la entrada siguiente en este blog, es nueva. </span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo2; tab-stops: 13.0cm; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 115%;"> Documentos:</span></div>
<br />
<ul>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%;">Lista
completa numerada del vocabulario en inglés con las palabras nuevas </span></li>
</ul>
<br />
<ul>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-size: 12.0pt; line-height: 115%;">Fichas
de dibujo técnico de la segunda evaluación</span></li>
</ul>
<br />
<ul>
<li><span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-size: 12.0pt; line-height: 115%;">El
logo de la empresa que se pidió que se diseñara en la primera <span style="mso-spacerun: yes;"> </span>evaluación</span></li>
</ul>
<br />
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<span style="font-size: 12.0pt; line-height: 115%;">El plazo para entregar esta tarea es
de tres días. El miércoles por la noche, como muy tarde, debe estar entregada.</span></div>
Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-43648557809180721042020-03-28T00:24:00.003-07:002020-09-23T14:50:05.638-07:00 INSTRUCCIONES DETALLADAS PARA ESCANEAR DOCUMENTOS DESDE MÓVIL.<span style="font-size: 12pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> </span></span><span style="font-size: 12pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">¡OBLIGATORIO LEERLO! <span style="font: 7pt "Times New Roman";"> </span></span></span><br />
<ol>
</ol>
<span face=""calibri" , "sans-serif""> 1. Descargarse desde el móvil la aplicación "Genius Scan"</span><br />
<ol>
</ol>
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<h1 style="margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;">
<span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal;"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal;">Para aprender a usarla,<span style="mso-spacerun: yes;"> </span>ver los tutoriales: </span></h1>
<h1 style="margin-left: 18pt;">
<span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal;">“Empezando
con Genius Scan”<span style="mso-spacerun: yes;"> <a href="https://www.blogger.com/goog_2047052612"> </a></span></span><span style="color: blue;"><a href="https://youtu.be/M0JUKbHp4qE"><span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal;">https://youtu.be/M0JUKbHp4qE</span></a></span><span class="MsoHyperlink"><span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal;"><span style="mso-spacerun: yes;"><span style="color: blue;"><a href="https://youtu.be/M0JUKbHp4qE"> </a></span> </span></span></span></h1>
<h1 style="margin-left: 18pt; text-align: center;">
<span class="MsoHyperlink"><span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal;"><span style="mso-spacerun: yes;"> </span>“</span></span><span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal;">Cómo convertir nuestro Android en
un escáner con Genius Scan” <span style="mso-spacerun: yes;"> </span></span><a href="https://youtu.be/tmiI2uVWycc"><span class="MsoHyperlink"><span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal;">https://youtu.be/tmiI2uVWycc</span></span></a></h1>
<h1 style="line-height: 115%; margin-left: 36pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;">
<span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal; line-height: 115%;"><span style="mso-list: Ignore;">3.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal; line-height: 115%;">Abrir la
aplicación y hacer una foto de los apuntes o la tarea. Si se deja el móvil
encima quieto, con un poco de paciencia, la cámara detectará el documento y se
verá un rectángulo naranja, haciéndose la foto automáticamente. Si no, pulsar
el botón. Hacer tantas fotos como páginas se tengan, todas seguidas en el mismo
archivo pdf. </span><span face=""calibri" , "sans-serif"" style="font-size: 12pt; line-height: 115%;"></span></h1>
<h1 style="line-height: 115%; margin-left: 36pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;">
<span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal; line-height: 115%;"><span style="mso-list: Ignore;">4.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal; line-height: 115%;">Renombrar
el archivo con el nombre de la tarea arriba en el lápiz.</span><span face=""calibri" , "sans-serif"" style="font-size: 12pt; line-height: 115%;"></span></h1>
<h1 style="line-height: 115%; margin-left: 36pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;">
<span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal; line-height: 115%;"><span style="mso-list: Ignore;">5.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal; line-height: 115%;">Pulsar el símbolo de
la varita para editar, recortando y adaptando los bordes naranjas al papel
arrastrándolos con el dedo, si fuera necesario.</span></h1>
<h1 style="line-height: 115%; margin-left: 36pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;">
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<div class="MsoListParagraphCxSpFirst" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18pt;">
<span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES;"><span style="mso-list: Ignore;">6.<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="font-size: 12pt;">En la pestaña inferior de
“mejorar”, elegir</span><span style="font-size: 12pt;"> “blanco y negro” en vez de dejarlo en
color. </span><br />
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18pt;">
<span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES;"><span style="mso-list: Ignore;">7.<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Abajo a la derecha aparece el símbolo de exportar,
pinchar.</span><br />
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18pt;">
<span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES;"><span style="mso-list: Ignore;">8.<span style="font: 7pt "Times New Roman";">
</span></span></span><span style="font-size: 12pt;">Cambiar la resolución a “media”. Así<span style="mso-spacerun: yes;"> </span>ocupa menos espacio.</span></div>
</span>
</h1>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18pt;">
<span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-list: Ignore;"> 9. <span face=""calibri" , "sans-serif"">Seleccionar "correo electrónico" o nube, según el caso<br /></span></span></span></div>
<br />
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo1; tab-stops: 13.0cm; text-align: justify; text-indent: -18pt;"><span face=""calibri" , "sans-serif"" style="font-size: 12pt; font-weight: normal; line-height: 115%;"><span style="mso-list: Ignore;"> </span></span><br /></div><br />Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-73914998577428365882020-03-16T06:16:00.001-07:002020-09-23T14:52:24.194-07:00Herramientas para carpintería <br />
Hola alumn@s, tenemos por delante un reto del que saldremos airosos gracias a la solidaridad de todos al quedarnos en casa.<br />
<br /><br />
<div class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; tab-stops: 15.0cm; text-indent: -18pt;">
<span style="font-size: 12pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-size: 12pt; line-height: 115%;">Seguir con el tema 5, los materiales
de uso técnico, leyendo la pregunta 8, Herramientas y máquinas para trabajar la
madera, en la página 8 hasta la mitad de la página 13. </span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 13.0cm;">
<span style="font-size: 12pt;">Vídeos explicativos:</span></div>
<br />
<ul>
<li><span style="font-size: 12pt;"> Herramientas
básicas para carpintería – Manuales </span><span style="font-size: 12pt;"><span style="font-size: small;"><b><span style="background: rgb(207, 226, 243) none repeat scroll 0% 0%;"><a href="https://youtu.be/1RC0XanigzI" target="_blank">Pincha aquí</a> </span></b></span></span></li>
</ul>
<ul>
<li><div style="margin-left: 36pt; mso-list: l1 level1 lfo1; text-indent: -18pt;">
<span style="font-family: Times, "Times New Roman", serif;"><span style="font-size: 12pt; font-weight: normal;">Herramientas básicas para carpintería – Eléctricas</span><span style="font-size: 12pt; font-weight: normal;"><span style="font-size: small;"><b><span style="background: rgb(207, 226, 243) none repeat scroll 0% 0%;"><a href="https://youtu.be/HzPoQA5R8OI" target="_blank"><span style="color: white;"><span style="background-color: white;"> </span> </span>Pincha aquí</a> </span></b></span></span></span></div>
</li>
</ul>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; tab-stops: 13.0cm; text-indent: -18pt;">
<span style="font-size: 12pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";"> <span style="font-family: Times, "Times New Roman", serif;"> </span></span></span></span><span style="font-family: Times, "Times New Roman", serif;"><span style="font-size: 12pt; line-height: 115%;">Hacer en la libreta un esquema de
cada grupo de herramientas con la función básica de cada una.</span></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; tab-stops: 13.0cm; text-indent: -18pt;">
<span style="font-family: Times, "Times New Roman", serif;"><span style="font-size: 12pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-size: 12pt; line-height: 115%;">Descargarse en el móvil la aplicación
“Genius Scan”</span></span></div>
<div style="line-height: 115%; margin-left: 0cm; mso-list: l0 level1 lfo2; text-indent: -18pt;">
<span style="font-family: Times, "Times New Roman", serif;"><span style="font-size: 12pt; font-weight: normal; line-height: 115%;"><span style="mso-list: Ignore;">4.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-size: 12pt; font-weight: normal; line-height: 115%;">Para
aprender a usarla,<span style="mso-spacerun: yes;"> </span>ver el siguiente
tutorial: “Empezando con Genius Scan”<span style="mso-spacerun: yes;"> </span></span><span style="font-size: 12pt; font-weight: normal; line-height: 115%;"><span style="mso-spacerun: yes;"><span style="font-size: 12pt;"><span style="font-size: small;"><b><span style="background: rgb(207, 226, 243) none repeat scroll 0% 0%;"><a href="https://youtu.be/M0JUKbHp4qE" target="_blank">Pincha aquí</a> </span></b></span></span> </span></span></span></div>
<div style="line-height: 115%; margin-left: 0cm; mso-list: l0 level1 lfo2; text-indent: -18pt;">
<span style="font-family: Times, "Times New Roman", serif;"><span style="font-size: 12pt; font-weight: normal; line-height: 115%; mso-bidi-font-weight: bold;"><span style="mso-list: Ignore;">5.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-size: 12pt; font-weight: normal; line-height: 115%;">Abrir la
aplicación y hacer una foto de los esquemas. Hacer tantas fotos como páginas se
tengan, todas seguidas en el mismo archivo pdf. </span></span></div>
<div style="line-height: 115%; margin-left: 0cm; mso-list: l0 level1 lfo2; text-indent: -18pt;">
<span style="font-family: Times, "Times New Roman", serif;"><span style="font-size: 12pt; font-weight: normal; line-height: 115%; mso-bidi-font-weight: bold;"><span style="mso-list: Ignore;">6.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;"> <br /></span></span></span></span></div>Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-74888240503728207952020-03-10T15:29:00.001-07:002020-03-10T15:39:23.615-07:00Dibujo: escalas<ul>
</ul>
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;"> Concepto de escala, tipos de escalas y ejercicios: </span><span style="color: blue;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><b><span style="background: #CFE2F3;"><a href="https://youtu.be/o0DL20Os34k" target="_blank"><span style="font-weight: normal;">Pincha aquí</span></a><span style="font-weight: normal;"> </span></span></b></span></span></span></li>
</ul>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><b><span style="background: #CFE2F3;"><span style="font-weight: normal;"></span></span></b></span></span><br />
<ul>
<li><span style="background-color: white;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejercicios de escalas: </span></span></span></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><b><span style="background: #CFE2F3;"><span style="font-size: small;"><span style="background: #CFE2F3;"><a href="https://youtu.be/dT5e1qiyy1Q" target="_blank"><span style="font-weight: normal;">Pincha aquí</span></a><span style="font-weight: normal;"> </span></span></span></span></b></span></span></li>
</ul>
Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-32014044784336817782020-03-10T05:15:00.001-07:002020-04-14T11:32:00.270-07:00Vocabulario en inglés sobre materiales y la madera<ul>
<li><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;">Enlace para el vocabulario en inglés sobre materiales: <span style="font-size: x-small;"> <span style="font-size: x-small;"><b> <span style="background: #CFE2F3;"><a href="https://quizlet.com/_4t3k5p?x=1jqt&i=2majcq" target="_blank">Pincha aquí</a> </span></b></span></span></span></span></li>
</ul>
<ul>
<li><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="background: #CFE2F3;"><span style="background-color: white;">Enlace para el vocabulario en inglés sobre la madera: <span style="font-size: x-small;"> </span></span></span></span><b><span style="background: #CFE2F3;"><span style="font-size: x-small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: x-small;"><span style="background: #CFE2F3;"><a href="https://quizlet.com/_61gw6d?x=1jqt&i=2majcq" target="_blank">Pincha aquí</a> </span></span></span></span></span><span style="background: #CFE2F3;"><br /></span></b></span></li>
</ul>
Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-3353858748983964702020-01-30T11:52:00.002-08:002020-01-30T11:54:55.631-08:00Vocabulario en inglés de dibujo técnico<span style="font-size: small;"><a href="http://www.technologystudent.com/despro2/basdrw1.htm" target="_blank"><span style="font-size: x-small;"><u><span style="font-size: small;"><b>BASIC DRAWING / OFFICE EQUIPMENT - 1</b></span></u></span></a> </span><br />
<span style="font-size: small;"><a href="http://www.technologystudent.com/despro2/basdrw2.htm" target="_blank"><span style="font-size: x-small;"><u><span style="font-size: small;"><b>BASIC DRAWING / OFFICE EQUIPMENT - 2</b></span></u></span></a></span><br />
<span style="font-size: small;"><a href="http://www.technologystudent.com/despro2/basdrw3.htm" target="_blank"><span style="font-size: x-small;"><u><b><u><span style="font-size: small;"><b>BASIC DRAWING / OFFICE EQUIPMENT - 3</b></span></u></b></u></span></a></span><br />
<br />Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-74058572967962666312019-12-10T15:44:00.000-08:002020-01-15T04:26:00.107-08:00Forest man<span style="font-size: small;"><b><u>MATERIAL</u></b> para poder trabajar este bloque: </span><br />
<br />
<span style="font-size: small;">
</span><br />
<ul>
<li><span style="font-size: small;"><b>VÍDEO </b>con subtítulos en español: <b> <span style="background: #CFE2F3;"><a href="https://youtu.be/HkZDSqyE1do" target="_blank">Pincha aquí</a> </span></b></span></li>
</ul>
<span style="font-size: small;">
</span><br />
<span style="font-size: small;"><b><u>TAREAS</u></b> correspondientes a este bloque:</span><br />
<span style="font-size: small;">
</span><br />
<br />
<ul>
<li><span style="font-size: small;"><b><span style="font-size: small;"><b>Ver </b></span></b><span style="font-size: small;">vídeo en inglés: </span></span><span style="font-size: small;"><b><span style="background: #CFE2F3;"><a href="https://youtu.be/U1jtd3MrFQM" target="_blank">Pincha aquí</a> </span></b></span></li>
</ul>
<ul>
<li><span style="font-size: small;"><b><span style="font-size: small;"><b>Traducir </b></span></b><span style="font-size: small;">los subtítulos del vídeo anterior </span>por grupos, cada uno 50 segundos:</span></li>
<ul>
<li> Grupo 1: desde el principio hasta el segundo 50</li>
<li> Grupo 2: desde el minuto 0:50 hasta 1:40</li>
<li> Grupo 3: desde el minuto 1:40 hasta 2:30</li>
<li> Grupo 4: desde el minuto 2:30 hasta 3:20</li>
<li> Grupo 5: desde el minuto 3:20 hasta 4:10</li>
<li> Grupo 6: desde el minuto 4:10 hasta final</li>
</ul>
</ul>
Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-68365440251652798292019-10-30T15:52:00.001-07:002019-10-30T15:55:00.844-07:00Señalización de seguridad<br />
<span style="font-size: small;"><b><u>MATERIAL</u></b> para poder trabajar este bloque: </span><br />
<br />
<span style="font-size: small;">
</span><br />
<ul>
<li><span style="font-size: small;"><b>VÍDEO</b> sobre las señales más habituales: <b> <span style="background: #CFE2F3;"><a href="https://youtu.be/sOire5cOrYk" target="_blank">Pincha aquí</a> </span></b></span></li>
</ul>
<span style="font-size: small;">
</span><br />
<br />
<ul>
<li><span style="font-size: small;"><b>PRESENTACIÓN </b>de diapositivas sobre señalización</span><span style="font-size: small;">: <b> <span style="background: #CFE2F3;"><a href="https://drive.google.com/open?id=1VcB1MkWaf8PlYtI1mnpg4THCajaL8Gdb" target="_blank">Pincha aquí</a> </span></b></span></li>
</ul>
<span style="font-size: small;"><b><u>TAREAS</u></b> correspondientes a este bloque:</span><br />
<span style="font-size: small;">
</span><br />
<br />
<ul>
<li><span style="font-size: small;"><b><span style="font-size: small;"><b>Ver </b></span></b><span style="font-size: small;">vídeo</span>.</span></li>
</ul>
<ul>
<li><span style="font-size: small;"><b><span style="font-size: small;"><b>EJERCICIOS </b></span></b><span style="font-size: small;">1 y 2 de la presentación. Están en la tercera diapositiva.</span></span></li>
</ul>
<br />
<br />
<br />
<br />
<br />Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-69497086298466882692019-10-21T15:33:00.002-07:002020-09-23T14:57:11.695-07:00Materiales: madera y metales<span style="font-size: small;"><b><u>MATERIAL</u></b> para poder trabajar este bloque: </span><br />
<br />
<span style="font-size: small;">
</span><br />
<ul>
<li><span style="font-size: small;"><span style="background-color: #cfe2f3;"><span style="background-color: white;"><b> Apuntes sobre materiales</b>. Imprimir el documento completo. </span></span></span><span style="font-size: small;"> <span style="background-color: #cfe2f3;"><a href="https://drive.google.com/open?id=0BxOrdGiYZyv5NnA0RnZ0WTZIaDA" target="_blank">Pincha aquí </a></span></span> </li>
</ul>
<br />
<br />
<span style="font-size: small;">
</span><br />
<br />Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-59084365562932864152019-10-21T15:23:00.000-07:002020-01-27T03:25:39.802-08:00Dibujo: tema previo a escalas sobre magnitudes<span style="font-size: small;"><b><u>MATERIAL</u></b> para poder trabajar este bloque: </span><br />
<br />
<span style="font-size: small;">
</span><br />
<ul>
<li><span style="font-size: small;"><b>APUNTES</b>
sobre cambio de unidades. Leer solo el punto 0.2.3 de la pág 3: <b> <span style="background: #CFE2F3;"><a href="https://drive.google.com/file/d/1eB4km9Nz_qVa-kQ4GTbWqXY1waAv_w1C/view?usp=sharing" target="_blank">Pincha aquí</a> </span></b></span></li>
</ul>
<span style="font-size: small;">
</span><br />
<span style="font-size: small;"><b><u><span style="text-decoration: none;"></span></u></b></span>
<span style="font-size: small;">
</span><span style="font-size: small;"><b><u>TAREAS</u></b> correspondientes a este bloque:</span><br />
<span style="font-size: small;">
</span><br />
<br />
<ul>
<li><span style="font-size: small;"><b>Ejercicio 2 </b>de la pág 7. Realizar<b> </b>sólo la primera columna</span><span style="font-size: small;">.</span><span style="font-size: small;"> </span></li>
</ul>
<span style="font-size: small;">
</span><br />
<br />Departamento de Tecnología. Escuelas Ave Maríahttp://www.blogger.com/profile/04667539382893413610noreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-26348340599313145292019-07-05T20:34:00.003-07:002019-10-09T03:33:50.618-07:00Redactar un proyecto técnico<span style="font-size: small;"><b><u>MATERIAL</u></b> para poder trabajar este bloque: </span><br />
<br />
<span style="font-size: small;">
</span><br />
<ul>
</ul>
<span style="font-size: small;"><b>MODELO </b>de proyecto para tener como guía:<b> </b></span><span style="font-size: small;"><b> <span style="background: #CFE2F3;"><a href="https://drive.google.com/file/d/1VotmWVubwYPrhILlWsER7VqNnB-5__hy/view?usp=sharing" target="_blank">Pincha aquí</a> </span></b></span><br />
<ul></ul>
<span style="font-size: small;"><b><u><span style="text-decoration: none;"><br /></span></u></b></span>
<span style="font-size: small;">
</span><span style="font-size: small;"><b><u>TAREA</u></b> correspondiente a la <b><u>SUPERACIÓN</u></b> de este bloque:</span><br />
<span style="font-size: small;">
</span><br />
<br />
<div style="text-align: justify;">
<span style="font-size: small;"><b>REDACTAR </b>UN PROYECTO TÉCNICO que describa la práctica realizada.<b> </b>Debe seguir exactamente la estructura y formato del modelo, pero adaptado a la práctica de cada alumno. Por lo tanto la redacción debe ser original y NO COPIADA.</span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-34957693357419688802019-07-03T04:39:00.000-07:002019-10-09T03:34:13.172-07:00Práctica: coche propulsado con un globo<span style="font-size: small;"><b><u>MATERIAL</u></b> para poder trabajar este bloque: </span><br />
<br />
<span style="font-size: small;">
</span><br />
<ul>
<li><span style="font-size: small;"><span style="background-color: #cfe2f3;"><span style="background-color: white;"><b> VÍDEOS</b> donde se explica los pasos a seguir: </span></span></span><span style="font-size: small;"> <span style="background-color: #cfe2f3;"><a href="https://youtu.be/TcsOsIkSBuI" target="_blank">Pincha aquí </a></span></span> <span style="font-size: small;"><span style="background-color: #cfe2f3;"><a href="https://youtu.be/-OENIttg1dU" target="_blank">Pincha aquí </a></span></span></li>
</ul>
<br />
<span style="font-size: small;">
</span><span style="font-size: small;"><b><u>TAREAS</u></b> correspondientes a la <b><u>SUPERACIÓN</u></b> de este bloque:</span><br />
<span style="font-size: small;">
</span><br />
<br />
<ul>
<li><span style="font-size: small;"><b>REALIZAR LA PRÁCTICA </b>siguiendo los vídeos anteriores pero cumpliendo las siguientes <b>CONDICIONES</b>:</span></li>
</ul>
<ol>
<li><span style="font-size: small;">Hay que sustituir el cartón por tablero contrachapado, es decir, chapón. El espesor debe ser el mínimo posible para que sea fácil trabajar con él.</span></li>
<li><span style="font-size: small;">Lijar el chapón.</span></li>
<li><span style="font-size: small;">Pintarlo y decorarlo como se quiera.</span></li>
</ol>
<span style="font-size: small;">
</span><br />
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-65092972075141154092019-07-03T01:45:00.000-07:002019-10-09T03:34:45.087-07:00HerramientasLas herramientas que se utilizarán en el aula las vamos a encontrar,
principalmente, en los armarios de los grupos y el armario del profesor.<br />
Dentro
de las primeras, encontramos: Tijeras, alicates, martillo, gato,
destornillador, llave inglesa, cutter, regla, flexómetro y escuadra.<br />
Entre
las herramientas que se encuentran guardadas en el armario del profesor
destacan: Segueta, sierra de madera, sierra de metales, limas y
escofinas, pistola de silicona caliente, soldador de estaño, y muchas
más…<br />
Además, hay diversos elementos o herramientas que están
presente en el aula y podéis utilizar como son los tornillos de banco, el taladro vertical, las
mesas de trabajos, etc.<br />
<br />
<img alt="" src="data:image/png;base64,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" /><br />
Armario de cada grupo $($Numerados del 1 al 6$)$<br />
<br />
<br />
<span style="font-size: small;"><b><u>MATERIAL</u></b> para poder trabajar este bloque: </span><br />
<br />
<span style="font-size: small;">
</span><br />
<ul>
<li><span style="font-size: small;"><b>APUNTES</b>
sobre las herramientas más habituales en el taller de Tecnología: <b> <span style="background: #CFE2F3;"><a href="http://pelandintecno.blogspot.com/p/herramientas_11.html" target="_blank">Pincha aquí</a> </span></b></span></li>
</ul>
<span style="font-size: small;">
</span><br />
<span style="font-size: small;"><b><u><span style="text-decoration: none;"><br /></span></u></b></span>
<span style="font-size: small;">
</span><span style="font-size: small;"><b><u>TAREAS</u></b> correspondientes a la <b><u>SUPERACIÓN</u></b> de este bloque:</span><br />
<span style="font-size: small;">
</span><br />
<br />
<ul>
<li><span style="font-size: small;"><b>RESUMEN</b> <span style="font-weight: normal;">DE LOS APUNTES DE</span> HTAS.</span><span style="font-size: small;">
Manuscrito. Hay que escribir sobre cada familia de htas. Mínimo cuatro
carillas.</span><span style="font-size: small;"> </span></li>
</ul>
<ul>
<li><span style="font-size: small;"><b>MURAL </b>EN
CARTULINA con la imagen de las 20 herramientas más usadas y el nombre y
familia a la que pertenecen debajo. Las imágenes de htas se pueden
descargar de los apuntes
anteriormente citados o buscarlas en internet.</span></li>
</ul>
<span style="font-size: small;">
</span><br />
<br />
<div class="MsoNormal">
<br />
<br /></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-36418541946128645002019-06-25T12:14:00.000-07:002019-10-09T03:35:23.815-07:00Formas de obtener energía eléctrica<span style="font-size: small;"><b><u>MATERIAL</u></b> para poder trabajar este bloque: </span><br />
<br />
<span style="font-size: small;">
</span><br />
<ul>
<li><span style="font-size: small;"><span style="background-color: #cfe2f3;"><span style="background-color: white;"><b> VÍDEO</b> donde se explica el origen de la electricidad que usamos a diario: </span></span></span><span style="font-size: small;"> <span style="background-color: #cfe2f3;"><a href="https://youtu.be/YWEXLSjaYf0" target="_blank">Pincha aquí</a></span></span></li>
<li><span style="font-size: small;"><b>APUNTES</b>
sobre las formas de obtener energía eléctrica : <span style="background-color: #cfe2f3;"><a href="http://www.edu.xunta.gal/centros/iesfelixmuriel/system/files/La%20Energ%C3%ADa.pdf" target="_blank">Pincha aquí</a></span></span></li>
</ul>
<br />
<span style="font-size: small;">
</span><span style="font-size: small;"><b><u>TAREAS</u></b> correspondientes a la <u><b>S</b><b>UPERACIÓN</b></u> de este bloque:</span><br />
<span style="font-size: small;">
</span><br />
<br />
<ul>
<li><span style="font-size: small;"><b>MURAL </b>EN
CARTULINA con imágenes y la explicación manuscrita sobre los apuntes anteriormente citados, de la página 2 a la 13.</span></li>
</ul>
<span style="font-size: small;">
</span><br />
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-60620779868377662262019-06-25T12:12:00.000-07:002019-10-09T03:35:44.471-07:00Plásticos<span style="font-size: small;"><b><u>MATERIAL</u></b> para poder trabajar este bloque:</span><br />
<span style="font-size: small;">
</span><br />
<ul>
<li><span style="font-size: small;"><b>APUNTES</b>
sobre los plásticos: <span style="background-color: #cfe2f3;"><a href="https://iesvillalbahervastecnologia.files.wordpress.com/2011/09/plasticos-tejina.pdf" target="_blank">Pincha aquí</a></span></span></li>
</ul>
<span style="font-size: small;">
</span><span style="font-size: small;"><b><u>TAREAS</u></b> correspondientes a la <b><u>SUPERACIÓN</u></b> de este bloque:</span><br />
<ul>
</ul>
<span style="font-size: small;"></span><br />
<ul>
<li><span style="font-size: small;"><b>MURAL </b>EN
CARTULINA resumiendo los apuntes del enlace anterior.</span></li>
<li><span style="font-size: small;"><span style="font-size: small;">Hacer los 11<b> PROBLEMAS </b>propuestos </span></span><span style="font-size: small;"><span style="font-size: small;">de la última página de esos apuntes.</span></span></li>
</ul>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-52388664154398096962019-05-13T04:21:00.004-07:002019-05-17T13:15:40.675-07:00Vídeo sobre petición Ley de Cambio Climático:<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyWdvyCFiLUBc5b5a6FGIFMwaINZM-Fq-UhFlxP4G1YuAcWKy8tcs1f90hxLi0n4io4iLbkguKVgF7wqVw2Ug' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-6523539741639615872019-03-25T15:33:00.001-07:002019-07-02T02:55:32.664-07:00Vídeo sobre contaminación del aire<br />
<br />
Enlace al vídeo "Aire": <span style="font-size: small;"> <span style="background-color: #cfe2f3;"><a href="http://www.rtve.es/alacarta/videos/tres14/tres-14-aire/881127/" target="_blank">Pincha aquí</a></span></span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-30318783776533488542018-06-18T15:17:00.001-07:002019-10-09T03:36:22.415-07:00Práctica: saltimbanqui<h4>
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span></h4>
<span style="font-size: small;"><b><u>MATERIAL</u></b> para poder trabajar este bloque: </span><br />
<br />
<span style="font-size: small;">
</span><br />
<ul>
<li><span style="font-size: small;"><span style="background-color: #cfe2f3;"><span style="background-color: white;"><b> VÍDEO</b> donde se explica los pasos a seguir: </span></span></span><span style="font-size: small;"> <span style="background-color: #cfe2f3;"><a href="https://www.manualidadesinfantiles.org/juguete-acrobata-de-madera" target="_blank">Pincha aquí </a></span></span> </li>
<li> Voluntario: otra <b>plantilla</b> distinta para el saltimbanqui por si se quiere cambiar el diseño del vídeo anterior <span style="font-size: small;"><span style="background-color: #cfe2f3;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU_VHLyJ1B_pa5JpzZ2XtYRl25VaPE4bcPtkrVKQh9HUvT71rZckWwjacvL0qoGwsRVDqkZtCqv003EGVlH1hPAGiOxtqYAJU15OLVClSCsOMJx_T3Bg_knYIghls7diEjpM39QQE9-n8/s1600/plano+titere.png" target="_blank">Pincha aquí </a></span></span></li>
</ul>
<br />
<span style="font-size: small;">
</span><span style="font-size: small;"><b><u>TAREAS</u></b> correspondientes a la <b><u>SUPERACIÓN</u></b> de este bloque:</span><br />
<span style="font-size: small;">
</span><br />
<br />
<ul>
<li><span style="font-size: small;"><b>REALIZAR LA PRÁCTICA </b>siguiendo el vídeo anterior, con las siguientes variaciones optativas si se quiere:</span></li>
</ul>
<ol>
<li><span style="font-size: small;">Usar la plantilla voluntaria.</span></li>
<li><span style="font-size: small;">Sustituir los encuadernadores de latón por dos alambres o clips.</span></li>
<li><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">Pintar y decorar el saltimbanqui como se quiera</span></span>.</span></li>
<li><span style="font-size: small;">Decorar los listones además del trapecista.</span></li>
</ol>
<span style="font-size: small;">
</span><br />
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-77359299339088288962018-06-13T16:37:00.000-07:002019-10-09T03:36:42.060-07:00Fichas de dibujo técnico<!--[if gte mso 9]><xml>
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<li>FICHAS Nº 1, 2 Y 3. Bajar en la página que aparece al pinchar el enlace y buscar el siguiente bloque :T2-Expresión y comunicación gráfica. Descargar e imprimir:</li>
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<li>Ficha 1: Uso de escuadra y cartabón </li>
<li>Ficha 2: Medida de ángulos I </li>
<li>Ficha 3: Medida de ángulos II </li>
</ul>
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Enlace: <span style="background-color: white;"> <a href="http://pelandintecno.blogspot.com/p/apuntes-2-eso-i.html" target="_blank"><span style="background-color: #cfe2f3; color: #3d85c6;"><b>Pincha aquí</b></span></a></span><br />
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FICHA Nº 4: <span style="font-weight: normal;">DIVISIÓN DE UN SEGMENTO EN PARTES
IGUALES</span> <span style="font-weight: normal;">Teorema de</span> <span style="font-weight: normal;">Thales de Mileto</span> <span style="background-color: #cfe2f3;"><span style="background-color: white;"> </span> <a href="https://drive.google.com/file/d/0BxOrdGiYZyv5WTBWWGpycllWMms/view" target="_blank">Pincha aquí</a></span></h4>
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FICHA Nº 5: <span style="font-weight: normal;">TRAZADO DE MEDIATRICES</span> <span style="background-color: white;"><a href="https://drive.google.com/file/d/0BxOrdGiYZyv5UDRWREFUS2VsaG8/view" target="_blank"> <span style="background-color: #cfe2f3;">Pincha aquí</span></a></span></h4>
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FICHA Nº 6: <span style="font-weight: normal;">TRAZADO DE BISECTRICES</span> <span style="background-color: #cfe2f3;"><a href="https://drive.google.com/file/d/0BxOrdGiYZyv5d2JFdWZ6M2phNVk/view" target="_blank">Pincha aquí</a></span></h4>
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FICHA Nº 7: <span style="font-weight: normal;">CIRCUNFERENCIA QUE PASA POR TRES
PUNTOS MEDIANTE CIRCUNCENTRO</span> <span style="background-color: white;"> <span style="background-color: #cfe2f3;"><a href="https://drive.google.com/file/d/0BxOrdGiYZyv5Wm8teUh6MW9BVEU/view" target="_blank">Pincha aquí</a></span></span></h4>
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TRIÁNGULO MEDIANTE INCENTRO </span> <span style="background-color: #cfe2f3;"><a href="https://drive.google.com/file/d/0BxOrdGiYZyv5TElFd19sN1I3cVE/view" target="_blank">Pincha aquí</a></span></h4>
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Este enlace lleva a un cajetín con las
medidas. También hay arriba a la derecha un vídeo explicativo.</h4>
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Hay que hacer el cajetín propuesto con las
mismas medidas pero adaptándolo al alumno. </h4>
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<span style="background-color: white;"><a href="https://tec2stj.wordpress.com/2014/09/03/dimensiones-del-cajetin-normalizado/" target="_blank"><span style="background-color: #cfe2f3;">Pincha aquí</span> </a></span></h4>
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<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "times new roman";"> </span></span></span>FICHA Nº 10: <span style="font-weight: normal;">PRÁCTICAS DE</span> ACOTACIÓN</h4>
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<span style="font-weight: normal;">A partir de la página nº 9 del siguiente documento,
hay teoría sobre acotación. Los ejercicios que hay que presentar hechos son los
de las dos últimas páginas.</span> <span style="background-color: #cfe2f3;"> <a href="http://www.tecnozona.org/2eso/dibujoieslaaldea.pdf" target="_blank">Pincha aquí</a></span></h4>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1137619786484040906.post-6630035495924453172016-02-09T09:40:00.001-08:002016-02-09T10:03:54.236-08:00Pulsómetro - Laberinto eléctrico En otros proyectos hemos aprendido a realizar circuitos eléctricos y, recientemente, a fabricar estructuras con perfiles de papel. Pues bien, vamos ahora a combinar ambos campos, estructuras y electricidad, para realizar el proyecto de un divertido juego.<br />
Se trata de un pulsómetro ó laberinto eléctrico, consistente en demostrar lo firme que tenemos el pulso al pasar un aro a través de un alambre con forma irregular sin llegar a tocarlo. Si el contacto se produce salta una alarma, en forma de señal luminosa.<br />
Aquí os dejo algunas fotos del proceso de fabricación y del montaje terminado. Espero que os sirva.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO09U5gBAeAri6RNLPbo4JNmUn2oMEwFe9wBWGkeDtSlDpAPsbptLCp57htZPrHpFpIe-yU_EJsE8Ll1wE4HwQZrJQ-HaJjXcB9FICAcV0P5vRkbGwSIfOxKeYlu1o2Pr0CgkNyTJZNlF4/s1600/20160208_201916.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO09U5gBAeAri6RNLPbo4JNmUn2oMEwFe9wBWGkeDtSlDpAPsbptLCp57htZPrHpFpIe-yU_EJsE8Ll1wE4HwQZrJQ-HaJjXcB9FICAcV0P5vRkbGwSIfOxKeYlu1o2Pr0CgkNyTJZNlF4/s320/20160208_201916.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinmfY7G11hOAJx_e8NOebi1mklK-xYvEG2I5gdWdYuXk2DvJTFCGamMopD1e-GyAmh6So8liUhYme-PjpetyKi7LR0gR-fo8fp3fPIwNBiakJ84q41zJ3iRQ7y-St_PbU0LkAewGytlpRJ/s1600/20160208_201944.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinmfY7G11hOAJx_e8NOebi1mklK-xYvEG2I5gdWdYuXk2DvJTFCGamMopD1e-GyAmh6So8liUhYme-PjpetyKi7LR0gR-fo8fp3fPIwNBiakJ84q41zJ3iRQ7y-St_PbU0LkAewGytlpRJ/s320/20160208_201944.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj19DcNtIaUF53vQAAmVT15dHo0CXKAd8NSga979W-_4sMUota6x6K1536efNAgnX63fL8lJ59vlm94CizAnga-zU6DXXdzelIGpQxDJhiZJoN0QdFuLWYHw7mxmxLZwuyAEPGC-1saqm2k/s1600/20160208_211253.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj19DcNtIaUF53vQAAmVT15dHo0CXKAd8NSga979W-_4sMUota6x6K1536efNAgnX63fL8lJ59vlm94CizAnga-zU6DXXdzelIGpQxDJhiZJoN0QdFuLWYHw7mxmxLZwuyAEPGC-1saqm2k/s320/20160208_211253.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguCSBIvP2gaSvBZ2YOWuVLaGEUqFx66FgMTqursfLQwNvt-w8i3O8aZE6A4GkOg73GPLz0G0_40KXDdFjo15DcMgk9CYL65GnSBZMZ8oXW_4Y8sor5yd0kO30gy-UfhREQ1K00pbeQJOEy/s1600/20160208_211302.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguCSBIvP2gaSvBZ2YOWuVLaGEUqFx66FgMTqursfLQwNvt-w8i3O8aZE6A4GkOg73GPLz0G0_40KXDdFjo15DcMgk9CYL65GnSBZMZ8oXW_4Y8sor5yd0kO30gy-UfhREQ1K00pbeQJOEy/s320/20160208_211302.jpg" width="320" /></a></div>
También os dejo, en los siguientes enlaces, videos de la realización de este juego por parte de usuarios de youtube:<br />
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<a href="https://www.youtube.com/watch?v=tK0VZsZv4-8">https://www.youtube.com/watch?v=tK0VZsZv4-8</a><br />
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<a href="https://www.youtube.com/watch?v=ENyyoZWgaqg">https://www.youtube.com/watch?v=ENyyoZWgaqg</a><br />
<br />Unknownnoreply@blogger.com