Question

If gh-f=g-h, which of the following gives g in terms of the other variables?

Answer 1

The value of g in terms of other variables is $g=\frac{f+h}{h-1}$

Given the expression;

gh-f=g-h

We are to express g in terms of other variables as shown;

gh-f=g-h

Collect the like terms

gh - g = f + h

Factor out g

g(h - 1) = f + h

Divide both sides by h-1

$g=\frac{f+h}{h-1}$

Hence the value of g in terms of other variables is $g=\frac{f+h}{h-1}$

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