Please provide every step in the procedure.Thanks V (t) Inductor (L) esistor (R) Let L = 0.1 H, Rı-8Q, R2-100, and V(t) = 120 V. Find the currents on the resistors as a function of time after the switch s is closed. You may use the following system and assume (O) 20)0: , di Lat + R14 = V(t) di where i = i1 + i2. Express the system in terms of the currents i1 and i2 and solve it using the transform. As a check, what are the currents you obtained as t?Consult a basic physics book to find out what these currents should be when the circuit reaches a steady state, that is, when and the inductor is no longer active (we are assuming a perfect coil with almost 0 resistance) di V (t) Inductor (L) esistor (R) Let L = 0.1 H, Rı-8Q, R2-100, and V(t) = 120 V. Find the currents on the resistors as a function of time after the switch s is closed. You may use the following system and assume (O) 20)0: , di Lat + R14 = V(t) di where i = i1 + i2. Express the system in terms of the currents i1 and i2 and solve it using the transform. As a check, what are the currents you obtained as t?Consult a basic physics book to find out what these currents should be when the circuit reaches a steady state, that is, when and the inductor is no longer active (we are assuming a perfect coil with almost 0 resistance) di