1. Given: [(4x + 3)²D² - 12(4x + 3)Dx+64]y = 16[(4x + 3)² sec² (In 4x +31)], what special case is this? A. Cauchy-Euler Equation Legendre Equation C. Variation of Parameters D. None of the choices 2. Given: [(4x + 3)²D² - 12(4x+3)D +64]y = 16[(4x + 3)² sec² (In 4x +31)], transform it to z. A. 64(D²D+)y = 16e²sec²z C. 64(D²D+)y = 16e²sec ²2z (D² - 4D+4)y = e²² sec²2z B. (D²-4D + 4)y = e²² sec²z D. 3. Given: x³y" - 3x2y" + 6xy' - 12y = 2x + Inx, write the transformed equation in z. A. (D³-6D² +11D-12)y= 2e +2 B. (D³-D² +11D-12)y= 2e + Inz C. D. (D³-6D2 +11D-12)y=e² +2 (D²D² +11D-12)y = 2e + z
1. Given: [(4x + 3)²D² - 12(4x + 3)Dx+64]y = 16[(4x + 3)² sec² (In 4x +31)], what special case is this? A. Cauchy-Euler Equation Legendre Equation C. Variation of Parameters D. None of the choices 2. Given: [(4x + 3)²D² - 12(4x+3)D +64]y = 16[(4x + 3)² sec² (In 4x +31)], transform it to z. A. 64(D²D+)y = 16e²sec²z C. 64(D²D+)y = 16e²sec ²2z (D² - 4D+4)y = e²² sec²2z B. (D²-4D + 4)y = e²² sec²z D. 3. Given: x³y" - 3x2y" + 6xy' - 12y = 2x + Inx, write the transformed equation in z. A. (D³-6D² +11D-12)y= 2e +2 B. (D³-D² +11D-12)y= 2e + Inz C. D. (D³-6D2 +11D-12)y=e² +2 (D²D² +11D-12)y = 2e + z
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 40RE
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