[20 points] Consider the pole-zero diagram of a causal system shown in Figure 3. Let $y (t)$ be the response of this system to a unit-step input signal $x (t)$ $x (t) = u (t) = {10 t ? 0 otherwise$ Assume that the unit-step response $y (t) = h (t) ? u (t)$ of this system approaches 1 as $t ? ?$ . 1) Find the transfer function $H (s)$ of the system. 2) Determine $y (t)$ which is the unit-step response of this svstem usino $H (s)$ . Figure 3 : The pole-zero diagram of a causal system

Question

[20 points] Consider the pole-zero diagram of a causal system shown in Figure 3. Let

y (t)

be the response of this system to a unit-step input signal

x (t)

x (t) = u (t) = {10 t ? 0 otherwise

Assume that the unit-step response

y (t) = h (t) ? u (t)

of this system approaches 1 as

t ? ?

. 1) Find the transfer function

H (s)

of the system. 2) Determine

y (t)

which is the unit-step response of this svstem usino

H (s)

. Figure 3 : The pole-zero diagram of a causal system

Accepted Answer

Expert Answer to -  [20 points] Consider the pole-zero diagram of a causal system shown in Figure 3. Let y(t) be the re

Answer

Solution for -  [20 points] Consider the pole-zero diagram of a causal system shown in Figure 3. Let y(t) be the re

Answer

This an additional answer to -  [20 points] Consider the pole-zero diagram of a causal system shown in Figure 3. Let y(t) be the re

(Solved): [20 points] Consider the pole-zero diagram of a causal system shown in Figure 3. Let y(t) be the re ...