A parallel plat capacitor is being charged by a battery of E=12 V. If the total resistance of the circuit is 5.0 k2 and if the time constant for this circuit is r 95 ms (milliseconds), then:

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Pp# 1: can you help me solve and understand this practice problem please (D-E)? A step by step explanation would be appreciated. Thank you!
1. A parallel plat capacitor is being charged by a battery of ɛ = 12 V. If the total resistance of the circuit is 5.0 kl2
and if the time constant for this circuit is r= 95 ms (milliseconds), then:
a) What is the capacitance, C, of the capacitor?
b) What is electric charge on the capacitor (as a function of time)?
What is the current in the circuit (as a function of time)?
c)
d) If the capacitor plates are circular and the separation distance is d= 0.8 mm, calculate the E field value
between the plates of the capacitor (as a function of time).
Calculate the B field value and directions, between the plates of the capacitor (as a function of time), at a
distance r from the center of plates.
Transcribed Image Text:1. A parallel plat capacitor is being charged by a battery of ɛ = 12 V. If the total resistance of the circuit is 5.0 kl2 and if the time constant for this circuit is r= 95 ms (milliseconds), then: a) What is the capacitance, C, of the capacitor? b) What is electric charge on the capacitor (as a function of time)? What is the current in the circuit (as a function of time)? c) d) If the capacitor plates are circular and the separation distance is d= 0.8 mm, calculate the E field value between the plates of the capacitor (as a function of time). Calculate the B field value and directions, between the plates of the capacitor (as a function of time), at a distance r from the center of plates.
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