[3] Show if the function Ae-2bx² is an eigenfunction of the operator Ô = ? d² dx² d² [4] Find the eigenvalue for eikx, where ô =4²+² ? dx² [5] Let the a; be the series of odd integers, evaluate the following: 5 - Σαρ i=1 X = [6] let, and y = a₁ i=1 d ô = ª_,ĉ =6, Â =i- P dx Find the following terms: (1) P* (II) ĉo f (x) dx " B = (m) [7] Evaluate the following triple integral. d -, f(x) = 2x²y+y dy [6.B] (IV) [P+6]f(x) L²S₁² S²(x² + y² + z²) dx dy dz 0
[3] Show if the function Ae-2bx² is an eigenfunction of the operator Ô = ? d² dx² d² [4] Find the eigenvalue for eikx, where ô =4²+² ? dx² [5] Let the a; be the series of odd integers, evaluate the following: 5 - Σαρ i=1 X = [6] let, and y = a₁ i=1 d ô = ª_,ĉ =6, Â =i- P dx Find the following terms: (1) P* (II) ĉo f (x) dx " B = (m) [7] Evaluate the following triple integral. d -, f(x) = 2x²y+y dy [6.B] (IV) [P+6]f(x) L²S₁² S²(x² + y² + z²) dx dy dz 0
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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