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How to solve m/n=p-6 for n
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multiply both sides of equation by n, then divide both sides of equation by (p-6)
\[\frac{m}{n}=p-6\]by multiplying both sides by n we get \[m=n(p-6)\]dividing both sides by (p-6) we get \[n=\frac{m}{(p-6)}\]
wouldnt you get n/p-6 =m/p-6?
You only had one (p-6) to begin with. How do you end up with two of them?
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