A rectangular box has a width equal to twice the height. The formula V= 2h^2l can be used to find the volume, V, of the box if the height h, and length l, are known. What is an equation for the height of the box in terms of volume and length?
To find an equation for the height of the box in terms of volume and length, we can rearrange the formula V= 2h^2l to solve for h:
V = 2h^2l
h^2 = V/(2l)
h = sqrt(V/(2l))
Therefore, the equation for the height of the box in terms of volume V and length l is:
h = sqrt(V/(2l))