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A,b,c are solved needs only answer for d part

A,b,c are solved needs only answer for d part

Advanced Engineering Mathematics
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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A,b,c are solved needs only answer for d part          

(a) So put So Let I = So I I = value I = I = I = √3x² (x²-2)" dz put Su" du Put 2² 5 Let So that + C of So (x²³= 2)² + c 5 u So I = put U = x²³ - 2 = put that we → =) - Stdt. t. 6 value of t put value of that du dx du = ((2x+3)(x²+32-4) 4 (x² + 9x-4) + 6 I = (x²-9) 8 n+l [ A₁ √x dx = 22²1 n+l get t = dt dx (c) Let I= √x (x²-3) dx и 3x² dx we dt = (2x +9) dx 3x² + C + C U = du 2 x² + 9x - 4 du = 2x + 9 + C get du = dx x²-9 = I= √ ₁² du = = √₁² du S u³ Su³ 2 2 2x = 2x dx x dx we • +4² + c и 2 dx 4 니 8 + C get
Transcribed Image Text:(a) So put So Let I = So I I = value I = I = I = √3x² (x²-2)" dz put Su" du Put 2² 5 Let So that + C of So (x²³= 2)² + c 5 u So I = put U = x²³ - 2 = put that we → =) - Stdt. t. 6 value of t put value of that du dx du = ((2x+3)(x²+32-4) 4 (x² + 9x-4) + 6 I = (x²-9) 8 n+l [ A₁ √x dx = 22²1 n+l get t = dt dx (c) Let I= √x (x²-3) dx и 3x² dx we dt = (2x +9) dx 3x² + C + C U = du 2 x² + 9x - 4 du = 2x + 9 + C get du = dx x²-9 = I= √ ₁² du = = √₁² du S u³ Su³ 2 2 2x = 2x dx x dx we • +4² + c и 2 dx 4 니 8 + C get
Evaluate the indefinite integrals using Substitution. (use C for the constant of integration.) a) [ 3x²(x²³ - 2) ¹ dx = / ›) (2x +9)(x² +9x − 4)³ dx = - c) √ x(x² − 9)³ dx = d) = (28x + 4)(7x² + 2x − 8) ª dx (28
Transcribed Image Text:Evaluate the indefinite integrals using Substitution. (use C for the constant of integration.) a) [ 3x²(x²³ - 2) ¹ dx = / ›) (2x +9)(x² +9x − 4)³ dx = - c) √ x(x² − 9)³ dx = d) = (28x + 4)(7x² + 2x − 8) ª dx (28
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