apacitors have capacitances (a) in parallel (b) in series HF μF ut pt. equivalent capacitance they are connected parallel and in

Determine the equivalent capacitance in microfarads of the combination shown when C = 30.01 μF.

Problems 21-15 refer to the following diagram and situation. In the circuit below, AV bat = 12.0 V and the capacitors have the values shown below. 8.60 μF HHE 4.80 μF 6.20 μF 11.8 με HH Problem 21: What is the charge on the 8.60 μF capacitor? a. 16.3 μC b. 26.3 μC Problem 22: What is the charge on the 4.80 µF capacitor? a. 16.3 μC b. 26.3 μC Problem 23: What is the charge on the 6.20 μF capacitor? a. 14.1 μC b. 24.1 μC Problem 24: What is the charge on the 11.8 μF capacitor? a. 14.1 μC b. 24.1 μC Problem 25: What is the charge on the 3.50 µF capacitor? a. 12.2 μC b. 22.2 μC 3.50 μF ㅓㅏ AV bat c. 36.3 μC c. 36.3 μC c. 34.1 μC c. 34.1 μC c. 32.2 μC d. 44.1 μC d. 44.1 μC d. 44.1 μC d. 44.1 μC d. 42.2 μC

Two capacitors and a voltage source are connected in series, as shown. Let C1=4.05pF, let C2=9.75pF, and let V0=250V. 1) What is the voltage, in volts, across capacitor C1? V2 = ?