Chapter 5: Q 33. (page 429)
Solve the integral:.
Short Answer
The required answer is.
Chapter 5: Q 33. (page 429)
Solve the integral:.
The required answer is.
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Get started for freeSolvethe following two ways:
(a) with the substitution
(b) with the trigonometric substitution x = 2 tan u.
Explain why using trigonometric substitution with often involves a triangle with side lengths a and x and hypotenuse of length
Suppose you use polynomial long division to divide p(x) by q(x), and after doing your calculations you end up with the polynomial as the quotient above the top line, and the polynomial 3x − 1 at the bottom as the remainder. Then
Solve given definite integral.
Find three integrals in Exercises 39–74 that can be solved without using trigonometric substitution.
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