Find  the amplitude \(i_1(t)\) [mA]

The forced response is of the following format: \(v_f(t) = Ne^{-bt}\).  What is N?

Find \(R_1\) [k\(\Omega\)]

With \(v_n(t)=A_1e^{s_1t}+A_2e^{s_2t}\).  Find \(s_1\) with \( s_1 = -\alpha + \sqrt{\alpha^2 – \omega_0^2} \).

Your roommate found the following mesh currents: \(i_1=2\) A, \(i_2 = 4\) A, and \(i_3=3\) A.   Is he correct?

The natural response is of the following format: \(v_n(t) = Ae^{-kt}\).  What is A?

Computer analysis found the following node voltages for the circuit. \(V_1 = 20 \angle -90^\circ \quad \text{and} \quad V_2 = 44.7 \angle -63.4^\circ\) Are these values correct?  (True or False)

For partial credit for numerical problems (8-28), please upload your work.

Find  the phase \(v_o(t)\) [\(\circ\)]

Find \(v(0^-\))