Solved

What Is the General Solution of the Third-Order Homogeneous Differential $y=C_{1} e^{-4 t}+C_{2} t e^{-4 t}+C_{3} t^{2} e^{-4 t}+C_{4}$

Question 47

Multiple Choice

What is the general solution of the third-order homogeneous differential equation $What is the general solution of the third-order homogeneous differential equation A) y=C_{1} e^{-4 t}+C_{2} t e^{-4 t}+C_{3} t^{2} e^{-4 t}+C_{4} B) y=C_{1} e^{-4 t}+C_{2} t e^{-4 t}+C_{3} t^{2} e^{-4 t}+C_{4} . C) y=C_{1} e^{-4 t}+C_{2} t e^{-4 t}+C_{3} t^{2} e^{-4 t} D) y=C_{1} e^{-4 t}+C_{2} t e^{-4 t}+C_{3} t^{2} e^{-4 t} . E) y=C_{1} e^{-4 t}+C_{2} t e^{-4 t}+C_{3} e^{-4 t}$

A) $y=C_{1} e^{-4 t}+C_{2} t e^{-4 t}+C_{3} t^{2} e^{-4 t}+C_{4}$
B) $y=C_{1} e^{-4 t}+C_{2} t e^{-4 t}+C_{3} t^{2} e^{-4 t}+C_{4}$ .
C) $y=C_{1} e^{-4 t}+C_{2} t e^{-4 t}+C_{3} t^{2} e^{-4 t}$
D) $y=C_{1} e^{-4 t}+C_{2} t e^{-4 t}+C_{3} t^{2} e^{-4 t}$ .
E) $y=C_{1} e^{-4 t}+C_{2} t e^{-4 t}+C_{3} e^{-4 t}$

What Is the General Solution of the Third-Order Homogeneous Differential y=C1e−4t+C2te−4t+C3t2e−4t+C4 y=C_{1} e^{-4 t}+C_{2} t e^{-4 t}+C_{3} t^{2} e^{-4 t}+C_{4} y=C1​e−4t+C2​te−4t+C3​t2e−4t+C4​

Multiple Choice

Correct Answer:VerifiedUnlock this answer nowGet Access to more Verified Answers free of chargeAccess For Free

What Is the General Solution of the Third-Order Homogeneous Differential $y=C_{1} e^{-4 t}+C_{2} t e^{-4 t}+C_{3} t^{2} e^{-4 t}+C_{4}$

Correct Answer:
Verified
Unlock this answer now
Get Access to more Verified Answers free of charge