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The steady state response for an input X(s) = K/s to a system whose transfer function is H(s) in time domain is$$H(s)=\frac{1}{(s+5)(s+2)}$$
$$\frac{K}{10}$$
$$e^{-5t} u(t)$$
$$e^{-2t} u(t)$$
$$(e^{-5t}+e^{-2t}) u(t)$$
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