What happens to all solutions of this equation

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a. Solve the periodically forced first-order equation y' + y = sin(t).

b. What happens to all solutions of this equation?

c. Sketch the graphs of some of these solutions in the region 0 t 20.

d. What happens to solutions if we change this equation to y' - y = sin(t)?

e. What happens to these solutions as time moves backward?

Reference no: EM13895726

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