Find a suitable form for particular solution of the differential equation y" - 2y +2y = te' cos(t) - e' cos(2t). Select one: O y, = e'[(At+ Ao) cos(t)+ (Bit+ Bo) sin(t)] +te' [Co cos(2t) + Do sin(2t)] none of the given answers is true O yp = e'(At + Ao) cos(t) +te' Bo cos(2t) %3D O p = te'[(At + Ao) cos(t) + (Bit+ Bo) sin(t)] +e' (Co cos(2t) + Do sin(2t)] O yp = te'(At + Ao) cos(t) +e'Bo cos(2t) %3D

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Find a suitable form for particular solution of the differential equation
y" – 2y + 2y = te' cos(t) – e' cos(2t).
Select one:
O yp = e'[(At + Ao) cos(t) + (Bit + Bo) sin(t)]
+te' [Co cos(2t) + Do sin(2t)]
O none of the given answers is true
O yp = e'(At + Ao) cos(t)
+te' Bo cos(2t)
Yp = te'[(At + A0) cos(t) + (Bịt + Bo) sin(t)]
+e' [Co cos(2t) + Do sin(2t)]
O yp = te' (At + Ao) cos(t)
+e' Bo cos(2t)
Transcribed Image Text:Find a suitable form for particular solution of the differential equation y" – 2y + 2y = te' cos(t) – e' cos(2t). Select one: O yp = e'[(At + Ao) cos(t) + (Bit + Bo) sin(t)] +te' [Co cos(2t) + Do sin(2t)] O none of the given answers is true O yp = e'(At + Ao) cos(t) +te' Bo cos(2t) Yp = te'[(At + A0) cos(t) + (Bịt + Bo) sin(t)] +e' [Co cos(2t) + Do sin(2t)] O yp = te' (At + Ao) cos(t) +e' Bo cos(2t)
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