Chapter 5: Q 30. (page 452)
Solve the following integral.
Short Answer
Answer is
Chapter 5: Q 30. (page 452)
Solve the following integral.
Answer is
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Get started for freeExplain how to know when to use the trigonometric substitutions , Describe the trigonometric identity and the triangle that will be needed in each case. What are the possible values for and in each case?
Solve the integral:
For each function u(x) in Exercises 9–12, write the differential du in terms of the differential dx.
Solve the integralthree ways:
(a) with the substitution followed by back substitution;
(b) with integration by parts, choosing localid="1648814744993"
(c) with the trigonometric substitution x = sec u.
Solve the integral:
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