If the terminals of a battery with zero internal resistance are connected across two identical resistors in series, the total power delivered by the battery is 8.00 W. If the same battery is connected across the same resistors in parallel, what is the total power delivered by the battery?

The figure displays two circuits with a charged capacitor that is to be discharged through a resistor when a switch is closed. In figure (a) below, R₁ = 21.7 Q and C₁ = 5.08 µF. In figure (b) below, R₂ = 10.5 Q and C₂ = 8.00 μF. The ratio of the initial charges on the two capacitors is 902/901 = 1.82. At time t = 0, both switches are closed. At what time t do the two capacitors have the same charge? Number i 0.188 Units 00 ms (a) (b)

The figure shows a battery connected to two resistors in series. What is the power dissipated across each resistor? R1 = 58.0 Ω, R2 = 2.60 Ω and V = 12.0 V. The power dissipated by R1 is 1.35×103 W and the power dissipated by R2 is 60.5 W The power dissipated by R1 is 2.27 W and the power dissipated by R2 is 0.102 W The power dissipated by R1 is 1.35×103 W and the power dissipated by R2 is 0.102 W The power dissipated by R1 is 2.27 W and the power dissipated by R2 is 60.5 W

A battery has a terminal voltage of 13.5 V when no current flows. Its internal resistance is 2.00 Ω. A 3.30-Ω resistor is connected across the battery terminals.     What is the current through the 3.30-Ω resistor?