Question: Suppose the step function tums on at T=4 an off at T=6. Then q(t)=H(t-4)-H(t-6). Starting from y(0)=0, solve y'(t)2y(t)=q(t). What is y?

Suppose the step function tums on at T=4 an off at T=6. Then q(t)=H(t-4)-H(t-6). Starting from y(0)=0, solve y'(t)2y(t)=q(t). What is y?

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