[img]https://sites.google.com/site/cuerposyfigurasgeometricas/_/rsrc/1468863850616/home/-que-son-los-cuerpos-geometricos/imagesCAFR2W6J.jpg[/img][br]Estamos rodeados de figuras y formas diferentes, unas curvas y otras planas,  ¿lo habías pensado?, nuestro mundo ofrece, gran variedad de cuerpos, de diferentes materiales, colores y tamaños.[br]Pensemos en objetos de los más utilizados en nuestra vida diaria. [br][br]Observa las siguientes imágenes.                          [br][br][img]data:image/jpeg;base64,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[/img][img]https://www.cokitos.com/fotos/recursos/jpg/construir-formas.jpg[/img][br] Ahora señala con una [b][u]X[/u][/b] las figuras geométricas que encontraste.[br][br][br][table] [tr] [td][br] [b]Figura[/b][br][br] [/td] [td][br] [b]Encontrada[/b][br][br] [/td] [/tr] [tr] [td][br] [b]Círculo[/b][br][br] [/td] [td][br] [b] [/b][br][br] [/td] [/tr] [tr] [td][br] [b]Triángulo[/b][br][br] [/td] [td][br] [b] [/b][br][br] [/td] [/tr] [tr] [td][br] [b]Cuadrado[/b][br][br] [/td] [td][br] [b] [/b][br][br] [/td] [/tr] [tr] [td][br] [b]Rectángulo[/b][br][br] [/td] [td][br] [b] [/b][br][br] [/td] [/tr] [tr] [td][br] [b]Otra[/b][br][br] [/td] [td][br] [b] [/b][br][br] [/td] [/tr][/table]Observa las siguientes figuras.[br][br][img]https://www.trzcacak.rs/myfile/full/174-1745276_figuras-geomtricas-planas-imagenes-de-figuras-geometricas-planas.png[/img][br]Completa las siguientes opciones tomando en cuenta tus observaciones de cada figura.[br][table][tr][/tr][tr][td] [b]FIGURA[/b] [/td][td][br] [b]CANTIDAD DE LADOS[/b][br][br] [/td][td][br] [b]LADOS CURVOS O RECTOS[/b][br][br] [/td][/tr][tr][td][br] Círculo[br][br] [/td][td][/td][td][/td][/tr][tr][td][br] Triángulo[br][br] [/td][td][/td][td][/td][/tr][tr][td][br] Cuadrado[br][br] [/td][td][/td][td][/td][/tr][tr][td][br] Rectángulo[br][br] [/td][td][/td][/tr][/table][br]Vamos a observar otros objetos.[br][br][img]https://d1duu52gfxjzee.cloudfront.net/24/24127/images/Large/1491932957_cc6f017b73dd36ad1ac954019f0f2b08.24127.png[/img][br][img]http://4.bp.blogspot.com/_kJnGjB67Wxk/TREC-awDbNI/AAAAAAAAAQk/0jo2mW-DOSY/s1600/Figuras+reales.gif[/img][br][br]Estos son algunos cuerpos geométricos.[br][img]https://sites.google.com/site/1erodeprimaria/_/rsrc/1440183756015/tarea/cuerpos%20geom%C3%A9tricos.JPG?height=239&width=400[/img][br]Si lo reflexionas descubrimos que los objetos son cuerpos geométricos.[br][br][br][br] A continuación completa el cuadro siguiente con las características de los objetos que acabas de analizar.[br][br][table][tr][td] [b]NOMBRE[br] DEL OBJETO [/b][br][br] [/td][td][br] [b]NÚMERO[/b][b][/b][br][br] [b] DE LADOS[/b][b][/b][br][br] [/td][td][br] [b]NÚMERO [/b][b][/b][br][br] [b]DE CARAS[/b][b][/b][br][br] [/td][td][br] [b]LADOS CURVOS[/b][b][/b][br][br] [b] O PLANOS[/b][b][/b][br][br] [/td][td][br] [b]FORMA DE LAS CARAS (TRIÁNGULO,[br][/b][b]CUADRADO, RECTÁNGULO, CÍRCULO)[/b][br][/td][/tr][/table][br]  [br][b][color=#0000ff] CONO[/color][/b][br] [br][b][color=#0000ff] BALÓN[br][br] [/color][/b][b][color=#0000ff] PIRÁMIDE[br][br] [/color][/b][b][color=#0000ff] DADOS[br][br] [/color][/b][b][color=#0000ff] LATA[br][br] [b][color=#0000ff]CAJA [/color][/b][/color][/b][table] [tr] [td][b][color=#0000ff]TAMBOR[/color] [/b] [br][/td][td][br][br][/td][td][/td][td][/td][td][/td][/tr][/table]