5. In determining the particular solution to 2x" + 3x' = 3 sin(1), you must solve 2(-M sin(1) - N cos(1)) + 3(M cos(1) – N sin(t)) = 3sin(1) Is the above equation true if you choose xp = N cos(1) + M sin(t) It is true 919 = 0 It is false 919 = 1 Suppose it is true, calculate 920 = M and 921 = N

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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5. In determining the particular solution to 2x" + 3x' = 3 sin(1), you must solve
2(-M sin(1) - N cos(t))+ 3(M cos(t) – N sin( t)) = 3sin(t)
Is the above equation true if you choose xp = N cos(1) + M sin(t)
It is true
919 = 0
It is false
919 = 1
Suppose it is true, calculate 920 = M and 921 = N
Transcribed Image Text:5. In determining the particular solution to 2x" + 3x' = 3 sin(1), you must solve 2(-M sin(1) - N cos(t))+ 3(M cos(t) – N sin( t)) = 3sin(t) Is the above equation true if you choose xp = N cos(1) + M sin(t) It is true 919 = 0 It is false 919 = 1 Suppose it is true, calculate 920 = M and 921 = N
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