Consider the definite integral V11 dæ. - 2x -3 The most appropriate substitution to simplify this integral is u = -1/2 Σ Then du = -7^(1/2)+17^(1/2) E dx, and so dx =c du, for the constant c = After making these substitutions and simplifying we obtain the integral du where f(u) = Σ a = Σ This definite integral, when evaluated, is Σ

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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VI1 – 2
1
Consider the definite integral
da.
3 V11- 2x
The most appropriate substitution to simplify this integral is u =
-1/2
Σ.
Then du
-7^(1/2)+17^(1/2)
E do,
and so dx =
c du, for the constant c =
Σ
After making these substitutions and simplifying we obtain the integral
f(u) du where
f(u) =
Σ
Σ
This definite integral, when evaluated, is
Σ
Transcribed Image Text:VI1 – 2 1 Consider the definite integral da. 3 V11- 2x The most appropriate substitution to simplify this integral is u = -1/2 Σ. Then du -7^(1/2)+17^(1/2) E do, and so dx = c du, for the constant c = Σ After making these substitutions and simplifying we obtain the integral f(u) du where f(u) = Σ Σ This definite integral, when evaluated, is Σ
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