Can you help me please! This problem deals with the RC circuit shown here, containing a resistor (R ohms), a capacitor (Cfarads), a switch, a source of emf, but no inductor. The charge Q = Q(t) on the capacitor at time tsatisfies the following linear first-order differential equation.dQ 1R- +dtсNote that I(t) = Q'(t). Answer parts (a) and (b).= E(t)Q=EThe charge is Q(t) =(Type an exact answer.)SwitchRс(a) Find the charge Q(t) and the current I(t) in the RC circuit if E(t) = V₁ (a constant voltage supplied by a battery) and the switch is closed attime t= 0, so that Q(0) = 0.

Answered: Image /qna-images/answer/69ada083-bbc9-46a9-ace4-47733938bd7e.jpg

This problem deals with the RC circuit shown here, containing a resistor (R ohms), a capacitor (C farads), a switch, a source of emf, but no inductor. The charge Q = Q(t) on the capacitor at time t satisfies the following linear first-order differential equation. dQ 1 R+ Q = E(t) C dt Note that I(t) = Q'(t). Answer parts (a) and (b). Switch The charge is Q(t) = (Type an exact answer.) R C (a) Find the charge Q(t) and the current I(t) in the RC circuit if E(t) = V₁ (a constant voltage supplied by a battery) and the switch is closed at time t=0, so that Q(0) = 0.

This problem deals with the RC circuit shown here, containing a resistor (R ohms), a capacitor (C farads), a switch, a source of emf, but no inductor. The charge Q = Q(t) on the capacitor at time t satisfies the following linear first-order differential equation. dQ 1 R+ Q = E(t) C dt Note that I(t) = Q'(t). Answer parts (a) and (b). Switch The charge is Q(t) = (Type an exact answer.) R C (a) Find the charge Q(t) and the current I(t) in the RC circuit if E(t) = V₁ (a constant voltage supplied by a battery) and the switch is closed at time t=0, so that Q(0) = 0.