1. Polígono: definição

O que são polígonos?
São figuras geométricas planas compostas por apenas uma linha fechada e seus lados são segmentados por retas. 
[img]https://lereaprender.com.br/wp-content/uploads/2019/04/poligonos-exemplos.png[/img]
Desenhe uma figura que não seja um polígono
Desenhe uma figura que seja um polígono
Todas as figuras a seguir são polígonos?[br][br][img]data:image/png;base64,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[/img]
Na figura a seguir, quais são polígonos?[br][img]https://static.todamateria.com.br/upload/po/li/poligonosenaopoligonos.jpg?auto_optimize=low[/img]

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