ic is the transfer function of a 2nd order lowpass filter. If R=2500 2, C=0,5 μF, L=1 H and 8+8² +10 input is r(t) = sin(2x500t), find the output y(t). H(s) = = O a. y(t)=0,13sin(2pi500,00t + (-142,34)) b. y(t)=0,26sin(2pi500,00t + (-124,49)) c. y(t)=0,18sin(2pi500,00t + (-135,06)) d. y(t)=0,05 sin(2pi500,00t + (-157,26)) e. y(t)=0,08sin(2pi500,00t + (-151,63))

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H(8)=
input is r(t) = sin(27500t), find the output y(t).
is the transfer function of a 2nd order lowpass filter. If R=2500 2, C=0,5 µF, L=1 H and
O a. y(t)=0,13sin(2pi500,00t + (-142,34))
O b. y(t)=0,26sin(2pi500,00t + (-124,49))
O c. y(t)=0,18sin(2pi500,00t + (-135,06))
O d. y(t)=0,05sin(2pi500,00t + (-157,26))
O e. y(t)=0,08sin(2pi500,00t+ (-151,63))
|||
+HD+2 || %23
O
Transcribed Image Text:22:12 ← You Just now H(8)= input is r(t) = sin(27500t), find the output y(t). is the transfer function of a 2nd order lowpass filter. If R=2500 2, C=0,5 µF, L=1 H and O a. y(t)=0,13sin(2pi500,00t + (-142,34)) O b. y(t)=0,26sin(2pi500,00t + (-124,49)) O c. y(t)=0,18sin(2pi500,00t + (-135,06)) O d. y(t)=0,05sin(2pi500,00t + (-157,26)) O e. y(t)=0,08sin(2pi500,00t+ (-151,63)) ||| +HD+2 || %23 O
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