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The total capacitance of 300 mF and 600 mF connected in series is a. 300 mF b. 1000 mF C. 500 mF d. 200 mF

The total capacitance of 300 mF and 600 mF connected in series is a. 300 mF b. 1000 mF C. 500 mF d. 200 mF

College Physics
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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The total capacitance of 300 mF and 600 mF connected in series is а. 300 mF O b. 1000 mF С. 500 mF d. 200 mF A 12-gauge copper wire in a home has a cross- sectional area of 3.31 × 10-°m² and carries a current of 10 A. Calculate the magnitude of the electric field in the wire. Use Pcopper = 1.72 × 10¬³Nm. O a. 520.00V/m O b. 5.20V/m O c. 56.93 × 10-16V/m O d. 0.0520V/m Determine the current I3 in the following circuit. |½=2A 1 = 7A I3 14= 3 ЗА а. -2 А b. 8 A С. -8 А d. 2 A O O
Transcribed Image Text:The total capacitance of 300 mF and 600 mF connected in series is а. 300 mF O b. 1000 mF С. 500 mF d. 200 mF A 12-gauge copper wire in a home has a cross- sectional area of 3.31 × 10-°m² and carries a current of 10 A. Calculate the magnitude of the electric field in the wire. Use Pcopper = 1.72 × 10¬³Nm. O a. 520.00V/m O b. 5.20V/m O c. 56.93 × 10-16V/m O d. 0.0520V/m Determine the current I3 in the following circuit. |½=2A 1 = 7A I3 14= 3 ЗА а. -2 А b. 8 A С. -8 А d. 2 A O O
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