Consider the following circuit. 2 H 2Ω 2HL) a) (1 point) Draw the circuit in the s-domain. b) (2 point) Find the transfer function c) (2 point) Determine the steady state response to the input (2) r(t) = oos(0.10t) + 10000s(1000), t > 0. Problem 2. (3 points) Determine the signal power, rms value and fundamental period of: Icos(0.10t)l 1100cos (1000t) Problem 3. (2 points) The impulse response of a causal discrete-time LTI system is which the zero-state response achieves its maximum. What is this maximum value?

media f4d f4d6ea6d 39c9 4085 a20f 00cfff53f076 image - Consider the following circuit. 2 H 2Ω 2HL) a) (1 point) Draw the circuit in the s-domain. b) (2 point) Find the transfer function c) (2 point) Determine the steady state response to the input (2) r(t) = oos(0.10t) + 10000s(1000), t > 0. Problem 2. (3 points) Determine the signal power, rms value and fundamental period of: Icos(0.10t)l 1100cos (1000t) Problem 3. (2 points) The impulse response of a causal discrete-time LTI system is which the zero-state response achieves its maximum. What is this maximum value?

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images - Consider the following circuit. 2 H 2Ω 2HL) a) (1 point) Draw the circuit in the s-domain. b) (2 point) Find the transfer function c) (2 point) Determine the steady state response to the input (2) r(t) = oos(0.10t) + 10000s(1000), t > 0. Problem 2. (3 points) Determine the signal power, rms value and fundamental period of: Icos(0.10t)l 1100cos (1000t) Problem 3. (2 points) The impulse response of a causal discrete-time LTI system is which the zero-state response achieves its maximum. What is this maximum value?

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