In: Physics

A 200 micro Farad capacitor is charged up by connecting it in
series with a 10,000 ohm resistor and a 25 V

battery. What is the maximum amount of charge that can be stored on
the capacitor in mC?

The concept used in this question is of the expression for the charging of the capacitor with respect to time , as i calculated different values of the charge stored in the capacitor at different time constant and found maximum charge stored in the capacitor as asked in the question , time constant is the time when charge stored in the capacitor is equal to 63.2 % of the maximum charge stored in the capacitor.

kindly upvote my answer ,if you like , by clicking on the like button.

A capacitor with capacitance 6.00 × 10−5 is charged by
connecting it to a 12.0 V battery. The capacitor is disconnected
from the battery and connected across an inductor with L=1.50
H.
What is the initial energy stored in the capacitor?
What are the angular frequency of the electrical oscillations
and the period of the
oscillations?
What is the charge on the capacitor 0.0230 s after the capacitor
is connected to the
inductor? Interpret the sign of your answer.
What...

A capacitor is fully charged and then connected in series to an
inductor with zero resistance wires. This is an ideal L-C circuit
that will oscillate the current direction. Explain HOW and WHY this
circuit oscillates and discuss energy conservation in this
oscillation behavior. Your response should be at least 3 paragraphs
to show your mastery of the concepts.

A capacitor is fully charged and then connected in series to an
inductor with zero resistance wires. This is an ideal L-C circuit
that will oscillate the current direction. Explain HOW and WHY this
circuit oscillates and discuss energy conservation in this
oscillation behavior. Your response should be at least 3 paragraphs
to show your mastery of the concepts.

A capacitor is fully charged and then connected in series to an
inductor with zero resistance wires. This is an ideal L-C circuit
that will oscillate the current direction. Explain HOW and WHY this
circuit oscillates and discuss energy conservation in this
oscillation behavior. Your response should be at least 3 paragraphs
to show your mastery of the concepts.

An inductor is connected in series to a fully charged capacitor.
Which of the following statements are true? Check all that
apply.
- As the capacitor is charging, the current is increasing.
- The stored electric field energy can be greater than
the stored magnetic field energy.
- As the capacitor is discharging, the current is
increasing.
- The stored electric field energy can be less than the
stored magnetic field energy.
- The stored electric field energy can be...

(28) A 10-Micro Farat capacitor has been charged to a potential
of 150 V. A resistor of 25 Ohms is then connected across the
capacitor through a switch. When the switch is closed for ten time
constants, the total energy (joules) dissipated by the resistor
is?

3.Consider a series RLC circuit.
a) When the capacitor is charged and the circuit is closed, find
the condition for the current to be oscillatory.
b) When the circuit is connected to an AC source V = ?0 cos??, find
the voltage across the inductor and the
angular frequency at which the voltage across the inductor is
maximized.

Capacitor C1 = 10.0 micro F is connected in series to parallel
combination of capacitors C2=7.0 microF and C3=7.5 microF. This
circuit is connected to a battery delivering V=13.0 V. Find energy
stored in capacitor C3 in microJ.

A 2.90 μFμF capacitor is charged to 470 VV and a 4.00 μFμF
capacitor is charged to 535 V.
a).
These capacitors are then disconnected from their batteries, and
the positive plates are now connected to each other and the
negative plates are connected to each other. What will be the
potential difference across each capacitor?
Enter your answers numerically separated by a comma.
V1, V2=
b).
What will be the charge on each capacitor?
Enter your answers numerically separated...

An 8.5 nF capacitor is charged up by a 20 V battery. The battery
is removed and replaced with a coil of wire. It then takes 7.3 x
10-5 s for this now LC circuit to undergo a full charging cycle.
(a) Calculate the inductance of the coil
(b) Calculate the total energy of the circuit
(c) Calculate the charge on the capacitor after 1 x 10-5 s.

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