(ii). 3x3+2x? –3x+8 Ax? + Bx + C x+2 A= B= ,D= and hence find the value of the integrals За-5 dx x-1 S In +C 4 5x+13 dx (2x+1)(x+4) In( ) c 32³+2x² –3x+8 dr 3 S dx x+2 II ||

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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09:28
82
(ii).
3x°+2x? – 3x+8
Ax? + Bx + C
x+2
A=
B=
,D=
and hence find the value of the
integrals
3x-5
dx
x-1
In
+C
4
5а+13
dx
(2x+1)(x+4)
In(
3x3+2x2 – 3x+8
dx
x+2
||
II
Transcribed Image Text:09:28 82 (ii). 3x°+2x? – 3x+8 Ax? + Bx + C x+2 A= B= ,D= and hence find the value of the integrals 3x-5 dx x-1 In +C 4 5а+13 dx (2x+1)(x+4) In( 3x3+2x2 – 3x+8 dx x+2 || II
09:28
82
3x3+2x?-3x+8 dr
S
x+2
+5x-2ln|
|+C
(e). Find the value of the constant
k given that
1
,2x
Sk(e2 + 4x)d = e² + 3
k=
(f). Evaluate the following
integrals, giving your answers in
4
exact form: cos(3x + 4)dx.
(Round-off to the nearest four
decimal places)
II
Transcribed Image Text:09:28 82 3x3+2x?-3x+8 dr S x+2 +5x-2ln| |+C (e). Find the value of the constant k given that 1 ,2x Sk(e2 + 4x)d = e² + 3 k= (f). Evaluate the following integrals, giving your answers in 4 exact form: cos(3x + 4)dx. (Round-off to the nearest four decimal places) II
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