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The following formula gives the volume 
V of a pyramid, where 
A is the area of the base and 
h is the height:

V=(1)/(3)Ah
Rearrange the formula to highlight the base area.

A=

The following formula gives the volume V V of a pyramid, where A A is the area of the base and h h is the height:\newlineV=13Ah V=\frac{1}{3} A h \newlineRearrange the formula to highlight the base area.\newlineA= A=

Full solution

Q. The following formula gives the volume V V of a pyramid, where A A is the area of the base and h h is the height:\newlineV=13Ah V=\frac{1}{3} A h \newlineRearrange the formula to highlight the base area.\newlineA= A=
  1. Write Formula for Volume: Write down the original formula for the volume of a pyramid.\newlineThe original formula is V=13AhV = \frac{1}{3}Ah.
  2. Isolate Base Area: Isolate the base area AA in the formula.\newlineTo find AA, we need to get AA by itself on one side of the equation. We can do this by multiplying both sides of the equation by 33 and then dividing by hh.
  3. Multiply by 33: Multiply both sides of the equation by 33. Doing this, we get 3V=Ah3V = Ah.
  4. Divide by h: Divide both sides of the equation by hh. Now, we have A=3VhA = \frac{3V}{h}.

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