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Name 3) A battery with emf 26.0V and internal resistance 1.300 is in a complete circuit with a resistor of resistance 18.0n. a. (10 pts) Find the current in the circuit. b. (10 pts) Find the rate at which energy is converted from chemical to electrical form in the battery. C. (10 pts) Find the rate of energy dissipation in the battery. d. (10 pts) Find the rate at which energy is dissipated in the 18.00 resistor. e. (10 pts) Does power generated equal power dissipated? Show it!! 1.30ohm 26.0V 18.0ohm4) In the figure is a circuit that can charge and discharge a capacitor, the values of the C = 5.90 UF elements can be found in the table, you can E = 100.00 V assume an ideal battery. Initially the capacitor is uncharged and the switch S is in position 1. The switch is then moved to position 2, so that the capacitor begins to charge. a. (5 pts) What will be the charge on the capacitor after the "plateau" time? b. (15 pts) After S has been in position 2 for 5.00ms, the charge on the in position 1 in position 2 capacitor is measured to be 0.500Q from part (a). What is the value of the resistance R? c. (5 pts) How long will we have to wait until the capacitor is fully charged? d. (XC 10 pts) How much power is being dissipated by Ratt = RC/2? C = 5.90 UF E = 100. 001 R 2