Answer Happy

URGENT PLEASE!
1. Refer to the DC circuit shown in Figure 1 with the parameters V = 120 V, R₁ = 100, R₂ = 150, C = 100 μF. Assume the switch has been closed for a long time and it is opened at time t = 0 s. t=0 s R₁ ww ic V₂ Vc R₂ Figure 1 Assume that prior to opening the switch, the capacitor is fully charged by the source. (a) Calculate the voltage and the current ic just before the switch is opened (at t=0 s). [2 marks] (b) Calculate the time constant of the circuit before the switch is opened. [2 marks] (c) Calculate the time constant of the circuit after the switch is opened. [5 marks] (d) Calculate the voltage and the current i, just after the switch is opened (at t=0*s). [6 marks] (e) Calculate the time it will take for the capacitor to reach a new steady-state voltage after the switch is opened. [2 marks] (f) Calculate the steady-state voltage reached at the time calculated in Part (e). [3 marks] (g) Calculate the energy stored in the capacitor at t = 0 s. [2 marks] (h) Plot the voltage and the current i, for t> 0 s. Show the transient response until they reach a new steady-state (Indicate clearly which graph shows the current and which graph shows the voltage and include the time scale on the x-axis). [3 marks]