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A and B are constants such that (x+6)/(x^2 -3x) =A/x +B/(x-3). Find A-B.
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Again partial fractions?
Start with\[\rm \large {x + 6 \over x(x - 3)} = {A \over x} + {B \over x - 3}\]Multiply both sides by \(\rm x(x - 3)\) to clear the fractions out.
wouldn't that just make the other side more complicated?
No, it'd make it easier. Do what I said.
how would you multiply it to the other side?
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would you get x+6=Ax-3A+Bx
@ParthKohli
so would A=-2 B=3
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