Question 21-25. Determine the form of the particular solution of y"-9y'+14y=3x -5 sin 2.x + 7xe21. The particular solution corresponding to 3xa. Ax + Bx +C b. Ax+B22. The particular solution corresponding to -5 sin 2xa. Ccos2x+Esin2xc. Ax?d. Ax? + Bxb. Ccos2x+Dsin 2xc. Bcos2x+Csin 2xd. Dcos2x+Esin 2x23. The particular solution corresponding to 7xea. (Dx)e6*24. What is the complementary solution for this differential equation?b. (Ex + F)e6*c. (Fx+G)e*d. (G)xe*7x2xa. y. =Ce* +C,e*b. y. =Ce * +C,e*c. y. =Ge * +C,e*d. y. =Ge +C,e*25. The assumption for the particular solution is thena. y, = Ax? + Bx +C+Dcos2x+ E sin 2x+(Fx+G)ec. y, = Ax + B cos2x+Csin 2r+(Dx)e*b. y, = Ax + B+C cos2x+Dsin 2x + (Ex+F)e*d. y, = Ax + Bx +Ccos2x+ Esin 2x+ (Gx)e*%3D

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Question 21-25. Determine the form of the particular solution of y"-9y'+14y = 3x-5 sin 2x+ 7xe 21. The particular solution corresponding to 3x a. Ax + Bx +C 22. The particular solution corresponding to -5 sin 2x a. Ccos2x+Esin2x b. Ax+B Ax d. Ax + Bx с. b. Ccos2x+Dsin 2x c. Bcos2x+Csin 2x d. Dcos2x+Esin 2x 23. The particular solution corresponding to 7xe a. (Dx)e* b. (Ex + F)e6* c. (Fx+G)e d. (G)xe* 24. What is the complementary solution for this differential equation? a. y. =Ge +C,e* b. y. =Ce * +C,e * c. y =Ge * +Ce* d. y =Ge +Ce T 25. The assumption for the particular solution is then a. y, = Ax + Bx+C+Dcos2x+ Esin 2x+(Fx+G)e b. y, = Ax+ B+C cos2x+ Dsin 2x + (Ex+F)e c. y, = Ax + Bcos2x+Csin 2x+(Dx)e d. y, = Ax + Bx +C'cos2x+Esin 2xr+(Gx)e %3D

Question 21-25. Determine the form of the particular solution of y"-9y'+14y = 3x-5 sin 2x+ 7xe 21. The particular solution corresponding to 3x a. Ax + Bx +C 22. The particular solution corresponding to -5 sin 2x a. Ccos2x+Esin2x b. Ax+B Ax d. Ax + Bx с. b. Ccos2x+Dsin 2x c. Bcos2x+Csin 2x d. Dcos2x+Esin 2x 23. The particular solution corresponding to 7xe a. (Dx)e* b. (Ex + F)e6* c. (Fx+G)e d. (G)xe* 24. What is the complementary solution for this differential equation? a. y. =Ge +C,e* b. y. =Ce * +C,e * c. y =Ge * +Ce* d. y =Ge +Ce T 25. The assumption for the particular solution is then a. y, = Ax + Bx+C+Dcos2x+ Esin 2x+(Fx+G)e b. y, = Ax+ B+C cos2x+ Dsin 2x + (Ex+F)e c. y, = Ax + Bcos2x+Csin 2x+(Dx)e d. y, = Ax + Bx +C'cos2x+Esin 2xr+(Gx)e %3D

Algebra and Trigonometry (MindTap Course List)

4th Edition

ISBN:9781305071742

Author:James Stewart, Lothar Redlin, Saleem Watson

Publisher:James Stewart, Lothar Redlin, Saleem Watson

Chapter7: Analytic Trigonometry

Section7.4: Basic Trigonometric Equations

Problem 2E: The basic equation sinx=2 has_________no/one/infinitely many solutions, whereas the basic equation...

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