
Calculus: Early Transcendentals
8th Edition
ISBN: 9781285741550
Author: James Stewart
Publisher: Cengage Learning
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Transcribed Image Text:Partial Fractions w/ long division first
4.J х4- 2х3 + x2 + 2х-1 dx
х2 - 2х + 1
long division b/c
P(x)/Q(x) and P(x) is
Larger.
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- Integral Calculus: Integration of Partial Fractions. Show the step-by-step solution. No shortcuts.arrow_forwardusing partial fractionsarrow_forwardDecompose 5x³ + 2x² a = b = 5 0 C = 9 d = -21 A = 1 B = 8 the following fraction using a long division: 38x - 21 x² - 9 15 Integrate term by term to find 5x³+2x² Use the partial fractions method on the resulting fraction to get: 5x³+2x² 38x - 21 A B = ax + b + x² - 9 ax+b+ 38x - 21 x² - 9 cx + d x² - 9 II I x - 3 where + x + 3 , where 5 2 x+8 ln(x-3) + Inx+3 +Carrow_forward
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