[b]1. ¿Cuál es la superficie de estas figuras? [/b][br][img]data:image/png;base64,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[/img][br][b]2. [/b][b]Usando como medida la cuadrícula, calcula la superficie de estas figuras. [br][img]data:image/png;base64,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[/img][br][/b]
[b]1. Área del cuadrado[/b][br][img width=131,height=143]https://lh4.googleusercontent.com/pEH57XjA_4o-RtNYEvQPpU86SswoE7A2nrG-FQaVwBP-eKRWiV1U3jZrRGMsZDGtoQELURqRDTgMPjdi5NoQxFlVAqICigmhGU5_ahWSy-UbZgvwmausO5QjW2n4kq954uPu7Pt3[/img][br] [br][b]2. Área del rombo[br][img width=166,height=195]https://lh3.googleusercontent.com/iFUXV6js6CDHlETFk30sWMNHvxe_cw3stHKAqESqc1vmQesoW8tWHLvTWXY7-lSm2pxU9s9IwneezTMsPk8Yzq1o5xsJm04TwOx-1q-Dn_5VxT5_gb6RgurXeHKWVKLOYZvNNuef[/img][br][/b][br][b]3. Área del triángulo[/b][br][img width=148,height=156]https://lh3.googleusercontent.com/I1ZRd99V_OACzjTYhswJw0c0N8d9erE6ZazVfQfXhWjz-CYWW42SH2czYArEyd06B1jpCBmez1PAT7Fs6dH0FFdTcUaFa0LugVNfD3kkzm_rFW1b9OlK1GH-xLssUpjOGEfv-uNi[/img][br][br][b]4.[/b] [b]Área de un polígono regular[/b][br][img]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS9Sx7r-8VdjDWrCZPonWKxzFPWPox0WTkEi7cvme8WAiv2vzobLaMCYpBJL_WCvt_G5Rs&usqp=CAU[/img]
[b]1. Calcula la superficie de este objeto de altura 4 unidades y base ocho.[br][img width=160,height=148]https://lh4.googleusercontent.com/WAnCMXWj9FP4vhPAbdTtG72Go0XCW6nxVA54Kin45-uUwJ0Vh03k9JywKIF19YVhr9LToW0L58i0aJAGhdf5vv95bY9ggcNr8shTC_iO7YDqt6PpTcIF9voH2p5mnoi6CmAj7MhZ[/img][br]2. Calcula la superficie del siguiente polígono. 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[/img][br]3. Usando la cuadrícula como unidad de superficie ¿Cuál es el área de esta figura?[br][/b][img]data:image/png;base64,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[/img]