3.2 - PROPIEDADES DE LOS POLÍGONOS

Actividad en pareja.
En la primera columna tenemos polígonos, mientras que en la segunda columna tenemos formas parecidas pero que no son polígonos.[b] Deduce las propiedades de los polígonos y escríbelas en las casillas.[br][/b][br]Una vez todos lo tengamos completado, [b]reflexionaremos y debatiremos[/b] acerca de ello en clase.
Actividad individual.
Ahora que ya sabes qué son los polígonos y cuálesson sus propiedades, ¿sabrías identificarlos? [b]¡Pon a prueba tu conocimiento![br][br][/b]PRIMERO [b]contesta a todas las preguntas[/b] y DESPUÉS [b]comprueba si son correctas[/b]. Si tienes alguna [b]duda[/b], no tengas vergüenza; ¡ES EL MOMENTO DE PREGUNTAR AL PROFESOR! [img]data:image/png;base64,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[/img]
¿Es un polígono?
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALYAAABcCAMAAAGD9o9EAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAGUExURf8AAHAwoBzC70gAAAABdFJOUzP/NrlwAAAACXBIWXMAABcRAAAXEQHKJvM/AAAAtklEQVRoQ+3QwQqEMBAE0eT/f9oVcrLGg2CaHax31KFsHLM25qh97nltvb363vO7NyXP7zQ/f+JZ3OuC1+Q1/dH1Pr/2+sjrbJNtsk22yTbZps7tbfq21995nW2yTbbJNtkm22SbbJNtsk22yTbZJtt0tvfZ2d7onL3+TxvOTnJ2krOTnJ3k7CRnJzk7ydlJzk5ydpKzk5yd5OwkZyc5O8nZSc5OcnaSs5OcneTspDW7oZaz5zwAmh8GSVHyJsoAAAAASUVORK5CYII=[/img]
¿Es un polígono?
[img]data:image/png;base64,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[/img]
¿Es un polígono?
[img]data:image/png;base64,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[/img]
¿Es un polígono?
[img]data:image/png;base64,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[/img]
¿Es un polígono?
[img]data:image/png;base64,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[/img]
¿Es un polígono?
[img]data:image/png;base64,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[/img]
¿Es un polígono?
[img]data:image/png;base64,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[/img]
¿Es un polígono?
[img]data:image/png;base64,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[/img]
¿Es un polígono?
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJsAAACECAMAAAHHOJlmAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAFEUExURQAAAL9gIP///79gEP///79VFf///8dYEMZZE////8VaEP///8RbEv///8NcEP///9WJVMNZEv///8ZZEP///8VaEcVaEP////ry7cRbEf///8RZEP///+Oxj8RZEf///8VaEv///8dfGcZbEevGrMZbEv///81wMsxrKcZaEf///8VaEv///8VaEf///8VaEf///8ZbEf///8ZbEf///9iRYcVaEcVaEf////LZyMVaEf///9yZa8VaEf///8ZbEf///8xuLsVaEf///+GticVaEf///8VaEdF8QuKrhsZdFcVaEcdfGMlkIMtqJ8xvL850NtB5PtJ+RdSETdaJVNeOXNmTY9uYa92dct+jeuGogeKsiOOxj+W2lue8nunBpevGre3LtO7QvPDWw/Lby/Tg0vbl2vjq4fnv6fv18P36+P///84etNAAAABLdFJOUwAICBAQGBggKCgwMDg4QEBDSEhQUFhgYGVoaHBwdnh4gICEh4uPj5SWl5efn6enr6+3t7+/wMfPz9LX19nf3+fn6+/v8vf3+Pv7/Fsfz3MAAAAJcEhZcwAAFxEAABcRAcom8z8AAAgMSURBVGhDzZvtQxQ3EMY5EFBQW4svVazFWmytL4hUsbQUagt9mQOEiqJCBRU5b///750kz93uZpNskt07/H2ATTKZzW42k0kmN+BmiHCRhdq4yJIkRdF3SZLgsgtxXqIrEHm6AimYJG+QlMyrvLwoshhkMKgsQVZWMFWQFUw2Vd4NJIESzQkyMhPXXYQoMa8T8ZeryH9S1I6hfEZ7FwJWj6susk247vBR5K0goVBNbyIlOS2z8u+x+4RIC5CTFdxDDoOc3LvZQR6SClU7K5YkRyLrLBIdhCAuU0blO+Xa2X+ito4xswjt0g1cuhjnW5d23sDAr7KNB0jZmDK93SLi8To4bk3rkJHQMLJ16BASgB6hIM9VFKcYHxtleVCWMpvv5S4jKAfZB82TuzU9R64BmoAQi7WRZ4Q6w+E+Mmw01b2RciHloin/qCREY7hyMkFvvRTSUUILuHYhns9D4U0pVy4oxJLkd6RsjHW+B6Rt0AHk3ILz6ef1J7KMZIeb41FyX6tdrpH7qJ9ZBeklRBQ0iXyN6Zy6JGlZFBa+/u4HnwelGYwKH6Mww7pJEGV5UJZyQXsIgNIUaqFEA8UdVszqCo9iE9O6OW9Ic9AQZJju12lgN6Mw/ToN0AykBhYc6piuQrdY+ihIW4HcKpJWtpUgUi5Y6q6chgUiA5cMJ17jkugbqdCDyVu4qIV5oiVc1oB6FCQqw6rETFOXvr/kF/wvWZ2AIIQuwX9kM0ohQBnTouxwiuH2CFSBceTHITshx02UxEDUhJaUZZQFM0y0CR0ZdjydAZ0LRBmHPeUd0TREApghm5luR4y4lUInZAgeccUuzRGoj2gNFS1sEjUg60FrG9Ws7FLGny0BVZx8ILoLcTcnUKEM+h4VXNBXkPbgKurYKelSjceoZaFBtAFJTwYcJvUsaU5cKfsOk3qb9KVaOWxS51FdYynotXUhs9sY1gkZjCPOZCo9WS+MODaVWyiM4CXRaSgCyVsURfE+b1IHkR1NzqR+hswqNL+EMvoNORV5oLQVmZIFxqLONzGFZJZOtXICTK8HdflikruWXZY4+K3U96xsGCxLwwjGiHhEes9ZJXDLwqd8G/xtHSRHlC64KqFMVtH6xPG5Wq3X1BFCFcOm7CxyKnAJ2urpCOhKkkOiyou7B9DFrFXWlrXMbX1jMpChk9qqGvlxrOj7EZdQEMOEiEPkQUkMYoBqKPMfA68jiv7OIAqDYUMEFRn+jlwQPzG6O5Ejgm3kC2jIskd0GRIhGLpAEtW4aSKzt8N+5Sxk/LG7dRvhdnOB7Pv5wXaTfcRnqFsk2G7aukAR2BGXid6gpolAu+lumrCbAY2bsy70O4Ss9407Gjm2iU5CuJQvHDEhENARqOHigOgapEu4gxpOvPf+IO+GVwmWZWCeZciXsNX02acToVE/zqOGnbFHEPUBdeyUjYIc91DJBttIcYTBF9SyEbj0dW8gLjpspJFxh6futJEmeI6w282gLpA4huuk20aacNjN8KZJxx+1NeZLbaQJi90cKreRJp6bt4WdO6sOjB3BfuQuysNgu1lc0cd0gcJgN9mP/IDSUNhuasHwhtGP9KQQgIntAoXeEQuhu4059GjOzYjvNoPWOOTGwrYks2GiTtNU4GnG39RCRjFk/E3kVOHVLnQZztzEoIJW14JmKQdSG/euDorTsG5KZ4WJZA5WxjaygLyLewMQyRwoqovGXC0B014wzLYjKtjXe07LrriI1CcFr6YkEWHNXsN+JJhDzicDL/TYLz1iq8mOSb276hVpiN1qespeLi8O2QyPIv8TYJQHKJEK6b4Sl7Vtg1fnlmjOK9k06YExnovXPvBDsp9uOh2yQ+cbpO492qm3j+z2e66se81gcem+KRr35PgnsHHTkbIXonHHPoGdR2s09mjrW0gcG9fRFhN3IHMcTNPKL/LnAzZKTlj0kFnxSTWdy5blE5DtL41F0bT1ks2Y1WrH1eIQfqTXzk75Jl3dnBUt81vTXh+dreEooj+Tsmk+m07tDSF5G/X6gJzbPU8KtdaEbN8msEfibmve+wpyAluqeCTUD+VHbgbslip/sw8T2MmMH+nLrqjSe39zQt5Gjx+XofxN/2M8UVyTN3GdtDfzQfqb9ZwJsSDPxDeDj/IxbeVv9m4FJndi1p3Tu50tUblX/uawGqC4VTg7onpv/M0xqdoUwvdlT2rowYaJGqDGs93evJM66t8waUz9Yztd4E+rN8N18Gfor4Sa+hfrHa4jpT/Q8eSZaNxKncP1DDTXwEvROP3kbQWuQG8tvBFtW/I+ilCC/IlkfRxuH92H5mqwrfwROuvk5+gTXCnCj3xRLTxlZrXaOb+uHwl1NXMGN4kjxo8M4ApuE4OapuLix17E/24r1o8M4Ke5uAlsRrSsGRva9iHW32woPzLs7EkwUf7m8BNRq8IPQjxRE1iQv6n8yB0o6CXB/uZFWaGaH+nLe3kvb39Thc1qim2XovxNzwCdCpv1Yp4y0/YO0KlpaqPHAzSPZ4AuGzbrHypAdw5tsHBOCnXCZv1jX97Xub+p9iP3UaGfHMo7OwJ0crsj/JeLtdAqC9AN/rG23r8BqqH2N20T2Km6FnpxPBeNs0xglrBZ/1AT2AU0J8vXkDhG3srGFSeweyg/Vo54Alss2Dktrn1ctFvJcnZ52JifHPE8kt4XVk+hYZ2wWRna1rjpbJyJyGrYUlfHr0p5eD3HQ2SXEVntO9m0zvGrMrTggOkUoIn4agMD/wMSW0HeeLAF4AAAAABJRU5ErkJggg==[/img]
¿Es un polígono?
[img]data:image/png;base64,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[/img]
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Information: 3.2 - PROPIEDADES DE LOS POLÍGONOS