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    how do u integrate this: 6x+11/(2x+3)(x+2) dx
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    You would use partial fractions to split the fraction into the form: A/(2x+3) + B/(x+2), and then integrate that.
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    (Original post by apaul322)
    how do u integrate this: 6x+11/(2x+3)(x+2) dx
    Split into partial fractions, and only then integrate.
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    partial fractions is da wae
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    Partial fractions would be a good start, as this is a quotient of two polynomials where the denominator factors nicely (in this case it's already factored).
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    Partial fractions method should work
    So A/(2x+3) + B/(x+2)

    And then you can integrate each term separately and +C
    Hope it helps
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Updated: February 13, 2018
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