Four resistors of R1 = R, R2 = 5 R, R3 = 5 R, and R4 = R/3 (R is the resistance of the first resistor and the others are related to the first resistor by some factor) are connected purely in parallel to a 56 volt battery. The current out of the battery is 10 amps. What is the power dissipated by resistor, R2, in Watts?
Four resistors of R1 = R, R2 = 5 R, R3 = 5 R, and R4 = R/3 (R is the resistance of the first resistor and the others are related to the first resistor by some factor) are connected purely in parallel to a 56 volt battery. The current out of the battery is 10 amps. What is the power dissipated by resistor, R2, in Watts?
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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and the others are related to the first resistor by some factor) are connected purely in parallel to
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Electricity is actually a very cheap form of energy. Suppose the cost of energy is 4 cents/kwh.
First determine the amount of electrical energy which can be purchased for $11.
Gas engines are about 36% efficient meaning that 36% of the energy received by the engine is
converted to motion or kinetic energy. Assuming, 36% of the electrical energy of $11 worth of
electricity is converted to kinetic energy of the car, how fast would a 3,000 kg car be moving in
mi/hr (just Google the conversion to mph)?
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A 37 volt battery is connected purely in series in parallel or in series to three resistors. Two
resistors are 6 ohms and 20 Ohms. The equivalent resistance of the entire circuit is 45 Ohms.
What is the power dissipated, in Watts, by the unknown, third resistor?
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VFour resistors of R = R, R2 = 5 R, R3 = 5 R, and R4 = R/3 (R is the resistance of the first resistor
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and the others are related to the first resistor by some factor) are connected purely in parallel to
a 56 volt battery. The current out of the battery is 10 amps. What is the power dissipated by
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resistor, R2, in Watts?
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Electricity is actually a very cheap form of energy. Suppose the cost of energy is 4 cents/kwh.
First determine the amount of electrical energy which can be purchased for $11.
Gas engines are about 36% efficient meaning that 36% of the energy received by the engine is
converted to motion or kinetic energy. Assuming, 36% of the electrical energy of $11 worth of
electricity is converted to kinetic energy of the car, how fast would a 3,000 kg car be moving in
mi/hr (just Google the conversion to mph)?
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A 37 volt battery is connected purely in series in parallel or in series to three resistors. Two
resistors are 6 ohms and 20 Ohms. The equivalent resistance of the entire circuit is 45 Ohms.
What is the power dissipated, in Watts, by the unknown, third resistor?
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