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CLEI I
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Propósito
<p><b>Reforzar conceptos de perímetro y área.</b><br></p>
Motivación
<p>Ingresa al siguiente enlace y realiza la actividad interactiva que te ayudará a realizar un calentamiento mental<br></p><p><a href="about:blank">https://www.cokitos.com/matriz-de-formas-geometricas-de-colores/play/</a></p>
Explicación
<p>Observa el siguiente video que te ayudará a repasar temas vistos de</p><p>Área y perímetro del círculo</p><p><a href="about:blank">https://www.youtube.com/watch?v=lhQptGZ2_Nc&t=228s</a></p><p>Recuerda que para encontrar el perímetro de una figura debes utilizar la siguiente fórmula </p><p><img src="data:image/png;base64,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" alt="" width="445" height="107" style="width: 445px; height: 107px;"></p><p>Ejemplo, encontrar el perímetro de un círculo que tiene 7 cm de radio:</p><p><img src="/web/uploads/13142/7b5931401f-ejemplo-perimetro.png" width="634" height="156" style="width: 634px; height: 156px;"></p><p>Recuerda que para encontrar el área de una figura debes utilizar la siguiente fórmula:</p><p><img src="/web/uploads/13142/4f8f7147a8-area-circulo.png" width="361" height="118" style="width: 361px; height: 118px;"></p><p>Ejemplo, encontrar el área del círculo que tiene 9 cm de radio<o:p></o:p>:<br></p><p><img src="/web/uploads/13142/a35275f3d9-ejemplo-area.png" style="width: 639px; height: 192px;" width="639" height="192"></p><p><br></p><br><p><br></p><br><p><br></p><p><br></p>
Ejercicios
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<p><a href="about:blank">https://bachilleratoenlinea.com/educar/mod/lesson/view.php?id=1062&pageid=462&lang=es</a></p><p><u></u></p><p><a href="about:blank">https://www.webcolegios.com/colmarj/guias/15dad4.pdf</a></p>
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