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(-2+x)/(3+x)=6

$\frac{-2+x}{3+x}=6$

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Simplify variable expressions using properties

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Q.

\frac{-2+x}{3+x}=6

Multiply to eliminate denominator: Isolate $x$ by multiplying both sides by $(3+x)$ to eliminate the denominator; $(-2+x) = 6(3+x)$ .
Distribute on right side: Distribute $6$ on the right side; $(-2+x) = 18 + 6x$ .
Rearrange terms: Move all $x$ terms to one side and constant terms to the other; $x - 6x = 18 + 2$ .

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