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Ex. (1)/(x + 2)(x + 3)
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Step-by-step explanation:
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Property of integration
∫ex(f(x)+f′(x))dx=exf(x)+c
Let f(x)=x1
Differentiating f′(x)=−x21
∴∫ex(x1−x21)dx=∫ex[x1+(−x21)]dx
=ex.x1+c
∫ex(x1−x21)dx=xex+c
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