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¿Qué Son Figuras Con La Misma Área?

dibuja en la cuadricula dos figuras más que tengan la misma área de que
dibuja en la cuadricula dos figuras más que tengan la misma área de que from brainly.lat

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add tag in top of document.<br /> add <meta> description tags.<br /> <br /> <br /> <p>La área es una magnitud matemática que mide el tamaño de una superficie. En geometría, los objetos espaciales se describen con la superficie que les rodea. Por ejemplo, un cuadrado tiene una superficie de 4 cm2, un círculo tiene una superficie de pi x r2, donde pi es un número irracional constante y r es el radio del círculo. Si una figura espacial tiene la misma área que otra figura, entonces se dice que tienen la misma área.</p><h2>Ejemplos de figuras con la misma área</h2><p>Hay muchos ejemplos de figuras con la misma área. Uno de los ejemplos más comunes es el de un cuadrado y un rectángulo con la misma área. Por ejemplo, un cuadrado con una lado de 4 cm tiene un área de 16 cm2. Un rectángulo con un lado de 3 cm y un lado de 4 cm también tendrá un área de 16 cm2.</p><p>Otro ejemplo es el de un círculo y un cuadrado con la misma área. Por ejemplo, un círculo con un radio de 4 cm tendrá un área de pi x 4 cm2, lo que es igual a 12,57 cm2. Un cuadrado con un lado de 3,5 cm tendrá también un área de 12,57 cm2.</p><p>También hay ejemplos de figuras con la misma área pero con diferentes formas. Por ejemplo, un triángulo isósceles con un lado de 5 cm, un lado de 4 cm y un ángulo de 45° tendrá un área de 10 cm2. Un rombo con un lado de 5 cm y un ángulo de 90° tendrá también un área de 10 cm2.</p><h2>Cálculo de área</h2><p>Para calcular el área de una figura, primero debemos determinar su forma. Si es un cuadrado o un rectángulo, simplemente multiplicamos los lados para obtener el área. Si es un círculo, utilizamos la fórmula pi x r2 para calcular el área. Si es un triángulo, utilizamos la fórmula 1/2 x b x h para calcular el área. Si es un rombo, utilizamos la fórmula 1/2 x d1 x d2 para calcular el área.</p><h2>Uso de la geometría para encontrar figuras con la misma área</h2><p>En la geometría, los conceptos de área y perímetro son esenciales para encontrar figuras con la misma área. Por ejemplo, si tenemos un cuadrado con un perímetro de 16 cm, sabemos que el lado es igual a 4 cm. Esto significa que cualquier rectángulo con un perímetro de 16 cm tendrá la misma área que el cuadrado. Si tenemos un círculo con un área de 12,57 cm2, sabemos que el radio es igual a 4 cm. Esto significa que cualquier cuadrado con un área de 12,57 cm2 tendrá el mismo radio que el círculo.</p><h2>Ejercicios para practicar el cálculo de área</h2><p>A continuación se presentan algunos ejercicios para practicar el cálculo de área. En cada ejercicio, se deben encontrar dos figuras con la misma área.</p><ul><li>Un rectángulo con un lado de 2 cm y un lado de 3 cm.</li><li>Un triángulo isósceles con un lado de 8 cm, un lado de 6 cm y un ángulo de 60°.</li><li>Un círculo con un radio de 5 cm.</li><li>Un rombo con un lado de 7 cm y un ángulo de 120°.</li></ul><p>En cada caso, el área de las dos figuras es la misma. Para el rectángulo, la área es igual a 6 cm2. Para el triángulo isósceles, la área es igual a 24 cm2. Para el círculo, la área es igual a 78,54 cm2. Para el rombo, la área es igual a 24 cm2.</p><h2>Conclusion</h2><p>En este artículo, hemos estudiado el concepto de figuras con la misma área. Hemos visto ejemplos de figuras con la misma área, así como la forma de calcular el área de cada figura. Finalmente, hemos practicado el cálculo de área con algunos ejercicios. Si quieres aprender más acerca de la geometría, hay muchos recursos en línea que puedes usar para aprender más acerca de este tema.</p><strong>En resumen, sabemos que dos figuras tienen la misma área si su área es igual. Esto se puede calcular de diferentes formas, dependiendo de la forma de la figura. También hemos visto ejemplos de figuras con la misma área, así como ejercicios para practicar el cálculo de área.</strong></article><a name='more'></a><section><aside><img alt="dibuja en la cuadricula dos figuras más que tengan la misma área de que" src="https://i2.wp.com/es-static.z-dn.net/files/d4b/5fc4a77d14783b4c39f033ce515b74e2.jpg" width="100%" style="margin-right: 8px;margin-bottom: 8px;" /><small>Source: <i>brainly.lat</i></small></aside><aside><img alt="dibuja en la cuadricula dos figuras mas que tengan la misma área de la" src="https://i2.wp.com/es-static.z-dn.net/files/dfa/134f285e821e6a73b0032a8a5fbf69ca.png" width="100%" style="margin-right: 8px;margin-bottom: 8px;" /><small>Source: <i>brainly.lat</i></small></aside></section> </div> <div id='baca-juga'></div> <script> //<![CDATA[ var bacaJugaJudul=[],bacaJugaNum=0,bacaJugaUrl=[];function bacaJuga(a){for(var u=0;u<a.feed.entry.length;u++){var e=a.feed.entry[u];bacaJugaJudul[bacaJugaNum]=e.title.$t;for(var 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