A 200 Q resistor is connected in series with a 4.00 µF capacitor and an ac source. Thevoltage across the resistor is vR = 5.00 V cos [(800 rad/s) t]. What is the reactive capacitance and the instantaneous%3Dvoltage across the capacitorA. Xe = 8.00 x 104 0, Vc = 2.00 x 105 V cos [(800 rad/s) t - T/2]B. Xc = 8.00 x 104 0, vc = 2.00 x 105 V cos [(800 rad/s) t + T/2]C. Xc =1.25 x 103 Q, vc = 31.2 V cos [(800 rad/s) t + n/2]D. Xc =1.25 x 10³ Q, vc = 31.2 V cos [(800 rad/s) t- T/2]

Given, Resistance, R=200Ω capacitance, C=4×10-6F The voltage across the resistor, VR=5Vcos800rad/st…

A 200 Q resistor is connected in series with a 4.00 µF capacitor and an ac source. The oltage across the resistor is vr = 5.00 V cos [(800 rad/s) t]. What is the reactive capacitance and the instantaneous oltage across the capacitor . Xc = 8.00 x 104 0, vc = 2.00 x 105 v cos [(800 rad/s) t - T/2] 3. Xc = 8.00 x 104N, Vc = 2.00 x 10$ v cos [(800 rad/s) t + t/2] C. Xc =1.25 x 103 Q, vc = 31.2 V cos [(800 rad/s) t+ t/2] . Xc =1.25 x 103 Q, vc = 31.2 V cos [(800 rad/s) t - /2]

A 200 Q resistor is connected in series with a 4.00 µF capacitor and an ac source. The oltage across the resistor is vr = 5.00 V cos [(800 rad/s) t]. What is the reactive capacitance and the instantaneous oltage across the capacitor . Xc = 8.00 x 104 0, vc = 2.00 x 105 v cos [(800 rad/s) t - T/2] 3. Xc = 8.00 x 104N, Vc = 2.00 x 10$ v cos [(800 rad/s) t + t/2] C. Xc =1.25 x 103 Q, vc = 31.2 V cos [(800 rad/s) t+ t/2] . Xc =1.25 x 103 Q, vc = 31.2 V cos [(800 rad/s) t - /2]