Please answer number 2True or false?

2012 6V 210 6V 10 40 (A) (B) Figure 1: 1. Refer to figure 1.A . The capacitor is initially uncharged. The switch S is closed at t = 0 (a) The time constant of the circuit is RC = (20) (1F) = 2sec (True, False) (b) After a very long time (t - co) the voltage and charge of the capacitor are 6.0V and 6.0C respectively. (True, False) (c)At t = Of the voltage across each 10 resistor is 3.0V. (True, False) (d)At t = 07 the conduction current through the resistors and the displacement current through the capacitor are 3A and 3A respectively. (True, False) (e) The charge on the capacitor is given by q = 60(1 -e-28 ). And the current follows as I = 3Ae 28. (True, False) (f) The charge on the capacitor and the current through the circuit after 2 time constant are 5.19C and 0.406A respectively. (True, False) (g) The capacitor at t = 07 behaves like a conducting wire[with zero resistance] and at t - co like an open circuit[ with infinite resistance]. (True, False) 2. Refer to figure 1.B . The capacitor is initially uncharged. The switch S is closed at t = 0. Since the capacitor at { = 07 behaves like a conducting wire[with zero resistance] and at t - co like an open circuit[ with infinite resistance]: (a) The effective resistance of the circuit at t = 0 is: 4 + 345 910 = 5.60 (True, False) (b) After a very long time (t - co) the effective resistance of the circuit is: 4 + 2 = 60 (True, False) (c) At t = Of the voltages across the 80 resistor and 20 resistor are the same. (True, False) (d) At t = Of the voltage across 40 , 80 and 20 resistors are 4.3V , 1.7V and 1.7V respectively. (True, False) (e) At t - co the voltages across the 80 resistor is zero because the capacitor is fully charged and lets no current pass through it [behaves like an open circuit]. (True, False) (f) At t - co the current is 1241)n = 14. (True, False) (g) At t - oo the voltage across the 202 is 2V. (True, False) (h) At t - co the voltage across the IF capacitor is 2V. (True, False)