PROBLEM #3 Consider the scalar equation y"- y =f(t), y(0)=7,,y'(0) = ŋ; where f is continuous. a. Convert the equation into a system y' = A(t) y+g(t) b. Find the general solution of the scalar solution when f-0.

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PROBLEM #3
Consider the scalar equation y"- y =f(t), y(0)=7,,y'(0) = 7, where f is continuous.
a. Convert the equation into a system y' = A(t) y+ g(t)
b. Find the general solution of the scalar solution when f-0.
Transcribed Image Text:PROBLEM #3 Consider the scalar equation y"- y =f(t), y(0)=7,,y'(0) = 7, where f is continuous. a. Convert the equation into a system y' = A(t) y+ g(t) b. Find the general solution of the scalar solution when f-0.
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