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Propósito
<p>Fortalecer y ejercitar procedimientos para convertir medidas de longitud y de área.</p>
Motivación
<p>Realicemos juntos el siguiente juego de concentración:</p><p><a href="https://wordwall.net/es/resource/15964251/%C3%A1rea">https://wordwall.net/es/resource/15964251/%C3%A1rea</a></p>
Explicación
<p>Recuerda que:</p><p>*Para medir una longitud utilizamos múltiplos y submúltiplos del metro, ejemplos: un árbol mide 3 metros, la distancia entre dos ciudades es 21 kilómetros, etc.</p><p>*Para medir el área de una superficie utilizamos múltiplos y submúltiplos del metro, ejemplos: la superficie de un cuaderno mide 330 centímetros cuadrados, el área de una cancha de microfútbol es 48 metros cuadrados.</p><p>*Para realizar conversión de unidades puedes apoyar en las siguientes figuras:</p><p><img src="/web/uploads/13142/ccfcd6c144-1.jpg" width="650" height="632" style="width: 650px; height: 632px;"></p><p>Videos de Apoyo:</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/PlzpqQbyUuc" frameborder="0" allowfullscreen=""></iframe><br></p><p><iframe width="500" height="281" src="//www.youtube.com/embed/GupRc6ihAyo" frameborder="0" allowfullscreen=""></iframe><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"><iframe width="500" height="281" src="//www.youtube.com/embed/HtrefUkuypo" frameborder="0" allowfullscreen=""></iframe><span class="redactor-invisible-space"><br></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><iframe width="500" height="281" src="//www.youtube.com/embed/ubl6e_MoEbA" frameborder="0" allowfullscreen=""></iframe><span class="redactor-invisible-space"><br></span></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"><span class="redactor-invisible-space"><iframe width="500" height="281" src="//www.youtube.com/embed/DyI4mDNXPbw" frameborder="0" allowfullscreen=""></iframe><span class="redactor-invisible-space"><br></span></span></span></span></p>
Ejercicios
<p>Realiza las siguientes conversiones de unidades:</p><p><img src="data:image/png;base64,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" alt="" style="width: 226px; height: 628px;" width="226" height="628"></p><p><br></p>
Evidencia
Evaluación
<p>Tarea</p><p>Realiza el siguiente quizz, ingresando al siguiente enlace</p><p><a href="https://quizizz.com/join?gc=41898550#_blank"><b>joinmyquiz.com</b></a></p><p>y digitando el código</p><p><b>4189 8550</b></p>
Bibliografía
<p><a href="https://www.matesfacil.com/ESO/numeros/medidas/sistemas-escalas-metricas-unidades-tiempo-longitud-volumen-area-metros-segundos.html">https://www.matesfacil.com/ESO/numeros/medidas/sistemas-escalas-metricas-unidades-tiempo-longitud-volumen-area-metros-segundos.html</a></p>
Foro
calificable?
Activo
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