FIGURAS PLANAS
TRIANGULOS
-Es una figura que tiene tres lados.su caracteristica es=
-tienen tres lados
-tienen una base y altura=H y B
-es rectangulo si uno de sus lados es recto
p=suma de todos los lados
A=B H/2
CUADRADO
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P=4 l
RECTANGULO
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)
A=B H
P=2a+2b
ROMBO
![](data:;base64,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)
P=4 L
A=DM dm/2
ROMBOIDE
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)
P=2b+2a
A=B H
TRAPECIO
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P=A+B+C+D
A=BM bm/2 H
POLIGONO REGULAR
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P=n lados l
A=p a/2
CIRCULO
![](data:;base64,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)
A=3,14 R2
P=2 3,14 R2
-Es una figura que tiene tres lados.su caracteristica es=
-tienen tres lados
-tienen una base y altura=H y B
-es rectangulo si uno de sus lados es recto
p=suma de todos los lados
A=B H/2
CUADRADO
P=4 l
RECTANGULO
A=B H
P=2a+2b
ROMBO
P=4 L
A=DM dm/2
ROMBOIDE
P=2b+2a
A=B H
TRAPECIO
P=A+B+C+D
A=BM bm/2 H
POLIGONO REGULAR
P=n lados l
A=p a/2
CIRCULO
A=3,14 R2
P=2 3,14 R2
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