Which of the following shows the correct substitution of the variable u into the integral S₁ x√3x - 2 dx using u = = 3x - 2? L = (x²) de S U dx 1 S (4 + ²) + u u 2 u du 3 1 + ²7 (u + 2) u du 1 + S ( + 2) +² du u A. B. C. D.
Which of the following shows the correct substitution of the variable u into the integral S₁ x√3x - 2 dx using u = = 3x - 2? L = (x²) de S U dx 1 S (4 + ²) + u u 2 u du 3 1 + ²7 (u + 2) u du 1 + S ( + 2) +² du u A. B. C. D.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Which of the following shows the correct substitution of the variable u into the integral
S x√3x = 2 dx using
U = 3x - 2?
L x (x³) dx
A.
B.
u 2
S (4+²) at ou
2
u du
3
C.
IS
(u + 2) u du
D.
+S (+2) u ² du
-IN
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