Consider the differential equationd²ydx²dy4- +4y=dxand the problem of finding a particular integral by the method of undetermined coefficients using the trialfunction y = p sin(3x) + q cos(3x).a) 3p8q=b) -12p - 5qc)d)а)|Which option that gives a set of equations to determine the coefficients=-3,=: −3 cos (3x),=-3,-12p - 8q = -3,3p3р - 5q = -3,-8p - 3q = 0-5p+12q = 0-8p + 12q = 0-5p - 3q = 0

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d² y dx² dy 4- dx + 4y = -3 cos (3x), and the problem of finding a particular integral by the method of undetermined coefficients using the trial unction ypsin (3x) + q cos(3x). hich option that gives a set of equations to determine the coefficients 3p8q = -3, -8p - 3q = 0 -12p - 5q = −3, -12p8q = -3, = -3, 3p - 5q = -3, -5p - 3q = 0 -5p+12q = 0 -8p + 12q = 0

d² y dx² dy 4- dx + 4y = -3 cos (3x), and the problem of finding a particular integral by the method of undetermined coefficients using the trial unction ypsin (3x) + q cos(3x). hich option that gives a set of equations to determine the coefficients 3p8q = -3, -8p - 3q = 0 -12p - 5q = −3, -12p8q = -3, = -3, 3p - 5q = -3, -5p - 3q = 0 -5p+12q = 0 -8p + 12q = 0

Calculus For The Life Sciences

2nd Edition

ISBN:9780321964038

Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Chapter11: Differential Equations

Section11.1: Solutions Of Elementary And Separable Differential Equations

Problem 18E: Find the general solution for each differential equation. Verify that each solution satisfies the...

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