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The exact method used to integrate the partial fractions of a given fraction cannot be predicted without knowing the exact form of the partial fraction. I list below some examples: If the partial fractions are of the form 1/(ax+b) where a and b are constants and x is the dummy variable, the integral will be (1/a) ln(|(ax+b)|)+C, where C is the integration constant. You may solve denominators of second degree by using method of completion of squares.

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16y ago

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