need help with 3.9 For the series RC circuit of figure 3.9, calculate the energy

Question

need help with 3.9

For the series RC circuit of figure 3.9, calculate the energy dissipated by the resistor and the energy stored in the capacitor as a function of time, and show that as 1 rightarrow infinity, the energy stored is equal to the energy dissipated, for any values of R and C. Assume the capacitor is initially discharged. After being open for a long time, the switch in the circuit below is closed at i = 0. Calculate the current IL as a function of time for For the circuit in problem 3.9, assume the switch has been closed for a and then at t = 0 it is opened. Calculate the voltage VL across the inductor of time for what is the

Explanation / Answer

Current is obtianed from ohms as law as V = iR

here V = V

when switch is just closed, Rnet = R1

so current iL = V/R1

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