A. Find vc(0-), which is the voltage across the capacitor just before the switch moves. Vs = 3.0V , R1 = 10.0\Omega , R2 = 10.0\Omega , R3 = 3.0\Omega , R4 = 2.0\Omega , C = 5.0F , \alpha = 50.0V/A .
B. Find vc(0 ), which is the voltage across the capacitor immediately after the switch moves.
C. Calculate the Thevenin equivalent values for the part of the circuit to the right of C and D (which is also the part within the box).
D. Write an expression for the capacitor voltage, v(t), for t \geq 0.
Vs = 3.0V , R1 = 10.0\Omega , R2 = 10.0\Omega , R3 = 3.0\Omega , R4 = 2.0\Omega , C = 5.0F , \alpha = 50.0V/A.
E. Assume that the capacitor breaks down when the terminal voltage reaches Vx= 50.0 V, how many seconds elapse before the capacitor breaks down.
Vs = 3.0V , R1 = 10.0\Omega , R2 = 10.0\Omega , R3 = 3.0\Omega , R4 = 2.0\Omega , C = 5.0F , \alpha = 50.0V/A.