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OpenStudy (anonymous):
integral 2x / (x+3) (3x+1) dx
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OpenStudy (anonymous):
I know the following steps: 2x / (x+3) (3x+1) dx = A/(x+3) + B/(3x+1) 2x = A(3x+1) + B(x+3) But i don't know how to calculate A and B
OpenStudy (helder_edwin):
first put x=-3 and then x=-1/3
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