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When integrating rational functions by partial fractions, what do you do if the power of the numerator is the same as the denominator?
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Do you solve normally, long-divide, or is there some other method?
\[\int\limits_{}^{}\frac{ }{ }\frac{ 3x^2-10 }{ x^2-4x+4 }dx\]
i would factor the numerator and denominator first
but yeah if the degrees are the same then long divide first
the numerator can't be factored, correct? \[\int\limits_{}^{}\frac{ 3x^2-10 }{ (x-2)(x-2) }dx\]
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ok ill long-divide
pauls online notes have a great tutorial on how to do partial fractions btw
can you long-divide with equal powers? this doesn't seem to work...
nvm i got it
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