A (50 + v/2) mF capacitor discharges in an element so that the voltage across the...

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A (50 + v/2) mF capacitor discharges in an element so that the voltage across the capacitor is v(t) = 20 et/t where t = (0.1 + y/1000) s. Find the following at t = 100 ms. a. The total energy in the capacitor b. The current exiting the capacitor Wc = i= J (+ 1%). A (+ 1%). A (50+ y/2) mF capacitor discharges in an element so that the voltage across the capacitor is v(t) = 20 et/t where t = (0.1 + y/1000) s. Find the following at t = 100 ms. a. The total energy in the capacitor b. The current exiting the capacitor Wc = i= J (+ 1%). A (+ 1%). A (50 + v/2) mF capacitor discharges in an element so that the voltage across the capacitor is v(t) = 20 et/t where t = (0.1 + y/1000) s. Find the following at t = 100 ms. a. The total energy in the capacitor b. The current exiting the capacitor Wc = i= J (+ 1%). A (+ 1%). A (50+ y/2) mF capacitor discharges in an element so that the voltage across the capacitor is v(t) = 20 et/t where t = (0.1 + y/1000) s. Find the following at t = 100 ms. a. The total energy in the capacitor b. The current exiting the capacitor Wc = i= J (+ 1%). A (+ 1%).

Answer rating: 100% (QA)

To find the total energy in the capacitor and the current exiting the capacitor at t 100 ms we first ... View the full answer