b) By using the given substitutions, show that i. Sx(x – 3)5dx =÷(x- 3)“(2x + 1) + C, z = x - 3 14 ii. S 4x+1 dx = +C, z = 2x + 1 (2x+1)3 8(2x+1)2 + C,

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.1: Equations
Problem 75E
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b) By using the given substitutions, show that
i. Sx(x – 3)5dx =(x – 3)6(2x + 1) + C,
z = x - 3
14
4x+1
ii. S
+ C,
8(2x+1)2
z = 2x + 1
-dx =
(2x+1)3
Transcribed Image Text:b) By using the given substitutions, show that i. Sx(x – 3)5dx =(x – 3)6(2x + 1) + C, z = x - 3 14 4x+1 ii. S + C, 8(2x+1)2 z = 2x + 1 -dx = (2x+1)3
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