MATH 232 Lecture Notes - Lecture 5: Partial Fraction Decomposition, Exif
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X "t x - z t 2) dx. Integrate polynomials . dx where p and q are. If degree p z degree q , then begin with long division . Need to re - express p i, so we can decompose . Re - express the integrand using long division - similar to this idea : long,9jim : 1-33=4 t "s degree p =3 degree q = 2. 3 x - 4 (x + 1) + Zeit = estate " "ii: page . Beady for decomposition since deg pe deg q see part . T easy to integrate now ! t strategies for decomposing phd if degpsdegq . It maybe necessary to use both strategies for complicatedproblems . ex) using partial fraction decomposition , decompose 3 . 3 -42 (x - 3) ( xt 2) dislinct linear factors. Re - express in the form below and then find constants a- and b : of qlx)
