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(Solved): Find the indefinite integral: \int (-8x-6)e^(-3x)dx (A) -((-8x-6)e^(-3x))/(3)+(8e^(3x))/(9)+*6 (B) ...



Find the indefinite integral:

\int (-8x-6)e^(-3x)dx

(A)

-((-8x-6)e^(-3x))/(3)+(8e^(3x))/(9)+*6

(B)

-((-8x-6)e^(-3x))/(3)-(8e^(-3x))/(3)+-6

(C)

-((-8x-6)e^(-3x))/(3)+(8e^(-3x))/(9)+06

(D)

-((8x+6)e^(-3x))/(3)-(8e^(-3x))/(9)+06 ((-8x-6)e^(3x))/(3)+(8e^(3x))/(9)+*6


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