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How do you solve for $B : V = Bh$ ?

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B = Vh

B = V + h

B = \frac{V}{h}

B = \frac{h}{V}

answer is C.

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Detailed Solution

The given equation

V = Bh

is used to find the volume of some particular three-dimensional figures.
In the equation given above three variables have been used. These variables denote their own meaning for the figure. The variable

V

stands for the volume of the diagram. The variable

B

stands for the area of the base of the diagram. The variable

h

stands for the height of the diagram.
For example: In a cube the base area is

B = x^{2}

where

x

is the side length of the cube. The volume is

V = Bh = x^{2} \times x = x^{3}

. The height of the cube is also

x

.
Therefore, we can divide both sides of the equation

V = Bh

with

h

.
The equation becomes
⇒

\frac{V}{h} = \frac{Bh}{h} = B

So, the solution for B from the equation

V = Bh

B = \frac{V}{h}

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