Integration techniques: Use whatever method you like to solveeach of the given definite and indefinite integrals. Theseintegrals are neither in order of difficulty nor in order oftechnique. Many of the integrals can be solved in more thanone way. 1.cosx dx2.e3lnx)² dxx secx tanx dxx² sin x+1dx3.4.In 2r5.6.sin-1x dxx27.cot x dx8.x³ sinxddx2nx(8 – x³/²) dx| csc*x cot*x dx9.10.In(1+ 3x) dxsin? x cos x dx11.12.13.dx14.cos 2r dx15.sin(In x) dx16.sin 3x dx17. f in) dasin xdxcos xx318.2x + 119.(In x)³ dx20.csc³ x dx21.tan x sec³ xdx22.(x In x)-1 dxx² + 3x + 7dxtanx In(cos x) dx23.24.

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Answered: 1. cos x dx 2. e3lnx)² dx x secx tanx…

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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Integration techniques: Use whatever method you like to solve
each of the given definite and indefinite integrals. These
integrals are neither in order of difficulty nor in order of
technique. Many of the integrals can be solved in more than
one way.

1.
cos
x dx
2.
e3lnx)² dx
x secx tanx dx
x² sin x+1
dx
3.
4.
In 2r
5.
6.
sin-1x dx
x2
7.
cot x dx
8.
x³ sinxd
dx
2nx(8 – x³/²) dx
| csc*x cot*x dx
9.
10.
In(1+ 3x) dx
sin? x cos x dx
11.
12.
13.
dx
14.
cos 2r dx
15.
sin(In x) dx
16.
sin 3x dx
17. f in) da
sin x
dx
cos x
x3
18.
2x + 1
19.
(In x)³ dx
20.
csc³ x dx
21.
tan x sec³ xdx
22.
(x In x)-1 dx
x² + 3x + 7
dx
tanx In(cos x) dx
23.
24.

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