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Rearrange this equation to isolate C a=b(1/c-1/d)
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Divide both sides by b: a/b = 1/c - 1/d add 1/d to both sides a/b + 1/d = 1/c combine the two fractions on the left into one note that if x/y = 1/c then c = y/x and use this principle on what you got above.
I understand everything except how to combine the fractions on the left.
a/b + 1/d = da/db + b/db = (da + b)/db so they have same denominator next flip this and 1/c
so c =bd/ad+b ?
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