Help please! Will give metal!
The volume of a cube is 36 cubic feet. What is the volume of a pyramid that fits exactly inside the cube? Provide an explanation and proof for your answer. I know the volume of a cube is s^3 and the volume of a pyramid is V=1/3(s^2)(h) but how do I use them to solve this problem.

Question

Help please! Will give metal! 
The volume of a cube is 36 cubic feet. What is the volume of a pyramid that fits exactly inside the cube? Provide an explanation and proof for your answer. I know the volume of a cube is s^3 and the volume of a pyramid is V=1/3(s^2)(h) but how do I use them to solve this problem.

anonymous · Answer

@FibonacciChick666  @inkyvoyd  @dan815  can any of you help?

anonymous · Answer

@satellite73

anonymous · Answer

Vp=1/3.A.h(i)
Vc=L³->L=(36)^(1/3)
Vp=1/3.L².L->Vp=36/3=12

anonymous · Answer

you're a life saver thanks a bunch