What is the general solution of the following differential equation? у?) + 5у 0) + 13у(5) + 17у(4) — 1Зу" - 33у - 65у + 75у (6) = 0 (1) у(x) — Сте* + Cэe — Зх +C3e +C4e¯* cos(2x)+c5e' -x sin(2x)+C6xe¯* cos(2x)+c7xe¯*sin(2x) -3x (2) y(x) = c1e3*+C2xe¯* cos(2x)+C3xe¯*sin(2x)+c4e* +cgxe* + C6e¯* cos(2x)+c7e¯*sin(2x) -3x (3) y(x) 3D С1 сos (2x) + C2 sin(2x) + Cҙe* + сAхе* + Cзе + C¢X Cos(2x) + c7x sin(2x) + c5x²e -3x -3x (4) y(x) = c1e* + c2xe* + c3e° + C4xe -3x + C6e° cos(2x) + c7e*sin(2x) -3x cos(2x) + C5xe¯*sin(2x) + C6x²e* cos(2x) + (5) у(х) C7x?e-* sin(2x) Cje* + C2e + C3xe¬3x + C4xe
What is the general solution of the following differential equation? у?) + 5у 0) + 13у(5) + 17у(4) — 1Зу" - 33у - 65у + 75у (6) = 0 (1) у(x) — Сте* + Cэe — Зх +C3e +C4e¯* cos(2x)+c5e' -x sin(2x)+C6xe¯* cos(2x)+c7xe¯*sin(2x) -3x (2) y(x) = c1e3*+C2xe¯* cos(2x)+C3xe¯*sin(2x)+c4e* +cgxe* + C6e¯* cos(2x)+c7e¯*sin(2x) -3x (3) y(x) 3D С1 сos (2x) + C2 sin(2x) + Cҙe* + сAхе* + Cзе + C¢X Cos(2x) + c7x sin(2x) + c5x²e -3x -3x (4) y(x) = c1e* + c2xe* + c3e° + C4xe -3x + C6e° cos(2x) + c7e*sin(2x) -3x cos(2x) + C5xe¯*sin(2x) + C6x²e* cos(2x) + (5) у(х) C7x?e-* sin(2x) Cje* + C2e + C3xe¬3x + C4xe
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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