Question: The undetermined-coefficient method should be used whenever possible because it is simpler. Compare it with the present method as follows. (a) Solve y + 4y'
The undetermined-coefficient method should be used whenever possible because it is simpler. Compare it with the present method as follows.
(a) Solve y" + 4y' + 3y = 65 cos 2x by both methods, showing all details, and compare.
(b) Solve y" - 2y' + y = r1 + r2, r1 = 35 x3/2 exr2 = x2 by applying each method to a suitable function on the right.
(c) Experiment to invent an undetermined-coefficient method for nonhomogeneous Euler–Cauchy equations.
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a y 1 e 3x y 2 e x W 2e 4x r 65 cos 2x From 2 Answer This was much more work than that for undete... View full answer
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