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What is the particular solution y, of the nonhomogeneous differential equation (D' +D² +D+1)y = sin 2r? Hint: Use inverse differential operator. cos 2x – 2 sin 2x 15 2 cos 2x – sin 2x 25 2 cos 2x – sin 2x A) Yp в) Ур C) Yp %3D 15 cos 2x + 2 sin 2x 15 D) Ур

What is the particular solution y, of the nonhomogeneous differential equation (D' +D² +D+1)y = sin 2r? Hint: Use inverse differential operator. cos 2x – 2 sin 2x 15 2 cos 2x – sin 2x 25 2 cos 2x – sin 2x A) Yp в) Ур C) Yp %3D 15 cos 2x + 2 sin 2x 15 D) Ур

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
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11. What is the particular solution y, of the nonhomogeneous differential equation (D² +D² +D+1)y = sin 2r? Hint: Use inverse differential operator. cos 2x – 2 sin 2r A) Ур 15 2 cos 2x – sin 2x 25 В) Ур %3D 2 cos 2x – sin 2x С) Ур 15 D) Ур cos 2x + 2 sin 2x 15
Transcribed Image Text:11. What is the particular solution y, of the nonhomogeneous differential equation (D² +D² +D+1)y = sin 2r? Hint: Use inverse differential operator. cos 2x – 2 sin 2r A) Ур 15 2 cos 2x – sin 2x 25 В) Ур %3D 2 cos 2x – sin 2x С) Ур 15 D) Ур cos 2x + 2 sin 2x 15
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