Let L(y) = anym)(x) + an – 1 y(n – 1)(x) + ·…· + a1 y'(x) + ao y(x) - where ao, a1, ,an are fixed constants. Consider the nth order linear differential equation .... L(y) = 2e8x cos x + 4xe8x (*) Suppose that it is known that L[y1(x)] = 6xe&x L[y2(x)] = 5e8x sin x L[y3(x)] = 5e8x cos x when yı(x) = 36xe8x when y2(x) = 10e8x cos x when y3(x) = 20e8x cos x + 100e8* sin x %3D %3D %3D Find a particular solution to (*).
Let L(y) = anym)(x) + an – 1 y(n – 1)(x) + ·…· + a1 y'(x) + ao y(x) - where ao, a1, ,an are fixed constants. Consider the nth order linear differential equation .... L(y) = 2e8x cos x + 4xe8x (*) Suppose that it is known that L[y1(x)] = 6xe&x L[y2(x)] = 5e8x sin x L[y3(x)] = 5e8x cos x when yı(x) = 36xe8x when y2(x) = 10e8x cos x when y3(x) = 20e8x cos x + 100e8* sin x %3D %3D %3D Find a particular solution to (*).
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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