Gradud HW 10.7 Find the general solution of
vec(y)^(')=[[-6,-3],[1,-2]]vec(y)+[[4e^(-3t)],[4e^(-5t)]]
showing ALL work (determinant), Gaussian, and each step of variation of parameters
vec(y)_(p)=y\int y^(-1)vec(f)dt

Question

Gradud HW 10.7 Find the general solution of

vec(y)^(')=[[-6,-3],[1,-2]]vec(y)+[[4e^(-3t)],[4e^(-5t)]]

showing ALL work (determinant), Gaussian, and each step of variation of parameters

vec(y)_(p)=y\int y^(-1)vec(f)dt

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Expert Answer to - Gradud HW 10.7 Find the general solution of vec(y)^(')=[[-6,-3],[1,-2]]vec(y)+[[4e^(-3t)],[4e^(-5t)]

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Solution for - Gradud HW 10.7 Find the general solution of vec(y)^(')=[[-6,-3],[1,-2]]vec(y)+[[4e^(-3t)],[4e^(-5t)]

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This an additional answer to - Gradud HW 10.7 Find the general solution of vec(y)^(')=[[-6,-3],[1,-2]]vec(y)+[[4e^(-3t)],[4e^(-5t)]

(Solved): Gradud HW 10.7 Find the general solution of vec(y)^(')=[[-6,-3],[1,-2]]vec(y)+[[4e^(-3t)],[4e^(-5t)] ...