De un triángulo: es la intersección de las medianas, a 1/3 de la base.

centro de gravedad de areas 1 De un paralelogramo: rombo, rectángulo y cuadrado, es la intersección de las diagonales.

centro de gravedad de areas 2 Trapecio:
y =\dfrac{B 2b}{B b}.\dfrac{h}{3}
De la base mayor.

centro de gravedad de areas 3

De un semicírculo:
y =\dfrac{4r}{3\pi}
De la base


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De un cuadrante de círculo:

x=y =\dfrac{4r}{3\pi}

centro de gravedad de areas 5

De un sector circular:
x=\dfrac{2\mbox{cuerda }AB}{3 \mbox{ arco }AB}r
Del centro

centro de gravedad de areas 6

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