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Given the differential equation 3y" - y' = 2x, the complementary solution is A. y = C₁ + C₂ex B. y = C₁ + C2e-x C. y = C₁ex + C₂ex D. y = C₁ex + C₂ex The assumed particular solution, yp of the previous problem is A. Ax + B B. Ax² + Bx C. Ax² + Bx + C D. Ax² Find the assumed particular solution of the differential equation y” + y' – 2y = 2x - 40 cos 2x A. Aex + Be-2x B. AxB cos 2x C. Ax+B+C cos 2x + D sin 2x D. Aex + Be-2x + Cx + D + E cos 2x

Given the differential equation 3y" - y' = 2x, the complementary solution is A. y = C₁ + C₂ex B. y = C₁ + C2e-x C. y = C₁ex + C₂ex D. y = C₁ex + C₂ex The assumed particular solution, yp of the previous problem is A. Ax + B B. Ax² + Bx C. Ax² + Bx + C D. Ax² Find the assumed particular solution of the differential equation y” + y' – 2y = 2x - 40 cos 2x A. Aex + Be-2x B. AxB cos 2x C. Ax+B+C cos 2x + D sin 2x D. Aex + Be-2x + Cx + D + E cos 2x

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Please answer these three question using differential equation thank you

Given the differential equation 3y" - y' = 2x, the complementary solution is A. y = C1+ C₂ex B. y=C1 C2e-/x C. y = C₁ex + C₂ex D. y = C₁ex + C₂e¯½ The assumed particular solution, yp of the previous problem is A. Ax + B B. Ax² + Bx C. Ax² + Bx + C D. Ax² Find the assumed particular solution of the differential equation y” + y′ – 2y = 2x - 40 cos 2x A. Aex + Be-2x B. AxB cos 2x - C. Ax+B+C cos 2x + D sin 2x D. Aex + Be-2x + Cx + D + E cos 2x
Transcribed Image Text:Given the differential equation 3y" - y' = 2x, the complementary solution is A. y = C1+ C₂ex B. y=C1 C2e-/x C. y = C₁ex + C₂ex D. y = C₁ex + C₂e¯½ The assumed particular solution, yp of the previous problem is A. Ax + B B. Ax² + Bx C. Ax² + Bx + C D. Ax² Find the assumed particular solution of the differential equation y” + y′ – 2y = 2x - 40 cos 2x A. Aex + Be-2x B. AxB cos 2x - C. Ax+B+C cos 2x + D sin 2x D. Aex + Be-2x + Cx + D + E cos 2x
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