Math, asked by morajkarr323, 5 days ago

Solve (D2+4)y=sinx+ex+x2

Answers

Answered by parthsingh0345
1

Answer:

(D+1)(D+3)y=e

−x

sinx+xe

3x

C.F. = C

1

e

−x

+C

2

e

−3x

For P.I. , we get

D

2

+4D+3

e

−x

sinx+xe

3x

e

−x

D(D+2)

sinx

+e

3x

(D+4)(D+6)

x

e

−x

D(D

2

−4)

(D−2)sinx

+e

3x

24

24

(D

2

+10D)

+1

x

=e

−x

−3

(sinx+2cosx)

+e

3x

288

5

Answered by mk2815278
0

Answer:

D2y+4y=sinx+ex+x2 question is solved

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