# Take the equation u=W(a*(b+1))/(c*(h-1)) and solve for h. Show all the steps that you performed to arrive at your answer.

Take the equation $\mu =W\frac{a\left(b+1\right)}{c\left(h-1\right)}$ and solve for h. Show all the steps that you performed to arrive at your answer.
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Triston Donaldson
$u=W\frac{a\left(b+1\right)}{c\left(h-1\right)}\phantom{\rule{0ex}{0ex}}\left(u\right)\left(c\left(h-1\right)=w\left(a\left(b+1\right)\right)\phantom{\rule{0ex}{0ex}}h-1=\frac{wa\left(b+1\right)}{uc}\phantom{\rule{0ex}{0ex}}h=\frac{wa\left(b+1\right)}{uc}+1\phantom{\rule{0ex}{0ex}}h=\frac{wa\left(b+1\right)+uc}{uc}$