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$Q.15$ Consider the differential equation wollot $\dfrac {d^{2}y\left(t\right)} {dt^{2}}+2\dfrac {dy\left(t\right)} {dt}+y\left(t\right)=δ\left(t\right)$ with $y\left(t\right)\right)t=0=-2$ and $\dfrac {dy} {dt}\right)$ $=0$ (050) $1t=0$ The numerical value of dy dt $t=0$ is ogen ever
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Qanda teacher - tejeswar
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