i. 247.32µF 18.42µF 74.38µF ii. iii. iv. 37.5µF 70 uF 4nF 100 μF 96 µF 200 μ 25 µF Ceq Compute the capacitance of a parallel-plate capacitor having rectangular plates of 64 cm by 42 cm. These plates are place between a porcelain dielectric (e, = 2.6) with a separation of 0.3 cm. If a voltage of 55V is applied to the capacitor, how much energy the capacitor store? C = 183.5pF, w = 52.9 nJ C = 2.06nF, w = 3.12 µl C= 233.13F, w = 352kJ C = 20.6 µF, w = 3.12 mJ i. %3! ii. iii. iv. 2.
i. 247.32µF 18.42µF 74.38µF ii. iii. iv. 37.5µF 70 uF 4nF 100 μF 96 µF 200 μ 25 µF Ceq Compute the capacitance of a parallel-plate capacitor having rectangular plates of 64 cm by 42 cm. These plates are place between a porcelain dielectric (e, = 2.6) with a separation of 0.3 cm. If a voltage of 55V is applied to the capacitor, how much energy the capacitor store? C = 183.5pF, w = 52.9 nJ C = 2.06nF, w = 3.12 µl C= 233.13F, w = 352kJ C = 20.6 µF, w = 3.12 mJ i. %3! ii. iii. iv. 2.
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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. Find the equivalent capacitance in the following circuit.
2. Compute the capacitance of a parallel-plate having rectangular plates of 64cm by 42 cm. These plates are placed between a porcelain dielectric (Er=2.6) with a separation of 0.3cm. If a voltage of 55V is applied to the capacitor, how much energy can the capacitor store
..
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