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Cube C1 has sides of length L, has an area A, and a volume V. Cube C2 has side that is 1/4 L. What is the area and the volume of cube C2?

Respuesta :

Answer :
C2 area= 3/8 [tex] L^{2} [/tex]
C2 volume= [tex] 1/64L^{3} [/tex]

To answer this question you must calculate the cube C2 area and volume using "L" as unit. The calculation formula should be same as a normal cube.

C2 area= 6x [tex] (1/4L)^{2} [/tex]
C2 area= 6x[tex] 1/16(L^{2} [/tex]
C2 area= 3/8 [tex] L^{2} [/tex]

C2 volume= [tex] (1/4L)^{3} [/tex]
C2 volume= [tex] 1/64L^{3} [/tex]

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