Suppose that at t = 0, we connect an uncharged 10 { μ F capacitor to a charging circuit consisting of a 2500-V voltage source in series with a 2 { M Ω resistance. At t = 40 s, the capacitor is disconnected from the charging circuit and connected in parallel with a 5 { M Ω resistor. Determine the voltage across the capacitor at t = 40 s and at t = 100 s. ( Hint: You may find it convenient to redefine the time variable to be t’ = t -40 for the discharge interval so that the discharge starts at t’ = 0.)
Suppose that at t = 0, we connect an uncharged 10 { μ F capacitor to a charging circuit consisting of a 2500-V voltage source in series with a 2 { M Ω resistance. At t = 40 s, the capacitor is disconnected from the charging circuit and connected in parallel with a 5 { M Ω resistor. Determine the voltage across the capacitor at t = 40 s and at t = 100 s. ( Hint: You may find it convenient to redefine the time variable to be t’ = t -40 for the discharge interval so that the discharge starts at t’ = 0.)
Suppose that at t= 0, we connect an uncharged 10
{
μ
F
capacitor to a charging circuit consisting of a 2500-V voltage source in series with a 2
{
M
Ω
resistance. At t= 40 s, the capacitor is disconnected from the charging circuit and connected in parallel with a 5
{
M
Ω
resistor. Determine the voltage across the capacitor at t =40 s and at t= 100 s. (Hint: You may find it convenient to redefine the time variable to be t’ = t-40 for the discharge interval so that the discharge starts at t’ = 0.)
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