Consider a continuous time LTI system whose frequency response is H(jω)={1;−π≤ω≤π0;otherwiseIf the input to this system is a periodic signalx(t)={1;0≤t<4−1;4≤t<8with period T=8, the corresponding output of the system is y(t). Then the value of y(2) = ______.(Answer upto two decimal places)0.85

Consider a continuous time LTI system whose frequency response is H(j�

1.	Consider a continuous time LTI system whose frequency response is H(jω)={1;−π≤ω≤π0;otherwiseIf the input to this system is a periodic signalx(t)={1;0≤t<4−1;4≤t<8with period T=8, the corresponding output of the system is y(t). Then the value of y(2) = ______.(Answer upto two decimal places)0.85
Answer» Consider a continuous time LTI system whose frequency response is $H (j ω) = {\begin{matrix} 1; & - π \leq ω \leq π 0; & o t h e r w i s e \end{matrix}$ If the input to this system is a periodic signal $x (t) = {\begin{matrix} 1; & 0 \leq t < 4 - 1; & 4 \leq t < 8 \end{matrix}$ with period T=8, the corresponding output of the system is y(t). Then the value of y(2) = ______.(Answer upto two decimal places) 0.85

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