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Question

The capacitance of the system of parallel plate capacitor shown in the figure is

$\frac{2 ϵ _{0} A _{1} A _{2}}{( A _{1} + A _{2} ) d}$

$\frac{2 ϵ _{0} A _{1} A _{2}}{( A _{2} - A _{1} ) d}$

$\frac{ϵ _{0} A _{1}}{d}$

$\frac{ϵ _{0} A _{2}}{d}$

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Correct option is

$\frac{ϵ _{0} A _{1}}{d}$

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The equivalent capacity between the points ‘A’ and ‘B’ in the following figure will be:

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Four identical metal plates, each with a surface area A(on one side), are placed at a distance d from each other as shown in Fig. The two inner plates are connected to point B and the other two plates to another point A. Then, the capacitance of the system is?

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If the voltage across the parallel combination in increases which capacitor will undergo breakdown first?

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Two capacitors connected in parallel having the capacities $C_{1}$ and $C_{2}$ are given $^{'} q^{'}$ charge, which is distributed among them. The ratio of the charge on $C_{1}$ and $C_{2}$ will be :

Hard

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Two capacitors of capacitance $2 μ F$ and $4 μ F$ are charge to $200 V$ and $100 V$ respectively. They are then connected in parallel to each other. What is the potential across each capacitor ?

Hard

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Electrostatic Potential and Capacitance

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JEE Mains Questions

The capacitance of the system of parallel plate capacitor shown in the figure is

$\frac{2 ϵ _{0} A _{1} A _{2}}{( A _{1} + A _{2} ) d}$

$\frac{2 ϵ _{0} A _{1} A _{2}}{( A _{2} - A _{1} ) d}$

$\frac{ϵ _{0} A _{1}}{d}$

$\frac{ϵ _{0} A _{2}}{d}$

Solution

$\frac{ϵ _{0} A _{1}}{d}$

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Similar questions

The equivalent capacity between the points ‘A’ and ‘B’ in the following figure will be:

Four identical metal plates, each with a surface area A(on one side), are placed at a distance d from each other as shown in Fig. The two inner plates are connected to point B and the other two plates to another point A. Then, the capacitance of the system is?

If the voltage across the parallel combination in increases which capacitor will undergo breakdown first?

Two capacitors connected in parallel having the capacities $C_{1}$ and $C_{2}$ are given $^{'} q^{'}$ charge, which is distributed among them. The ratio of the charge on $C_{1}$ and $C_{2}$ will be :

Two capacitors of capacitance $2 μ F$ and $4 μ F$ are charge to $200 V$ and $100 V$ respectively. They are then connected in parallel to each other. What is the potential across each capacitor ?

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Electrostatic Potential and Capacitance

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8 Qs

3 Qs

2 Qs

3 Qs

1 Qs

88 Qs

The capacitance of the system of parallel plate capacitor shown in the figure is

(A1​+A2​)d2ϵ0​A1​A2​​

(A2​−A1​)d2ϵ0​A1​A2​​

dϵ0​A1​​

dϵ0​A2​​

dϵ0​A1​​

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Similar questions

The equivalent capacity between the points ‘A’ and ‘B’ in the following figure will be:

Four identical metal plates, each with a surface area A(on one side), are placed at a distance d from each other as shown in Fig. The two inner plates are connected to point B and the other two plates to another point A. Then, the capacitance of the system is?

If the voltage across the parallel combination in increases which capacitor will undergo breakdown first?

Two capacitors connected in parallel having the capacities C1​ and C2​ are given ′q′ charge, which is distributed among them. The ratio of the charge on C1​ and C2​ will be :

Two capacitors of capacitance 2μF and 4μF are charge to 200V and 100V respectively. They are then connected in parallel to each other. What is the potential across each capacitor ?

More From Chapter

Electrostatic Potential and Capacitance

Shortcuts & Tips

Mindmap

Cheatsheets

Important Diagrams

Real Life Applications

Common Misconceptions

Best Reference on Internet

Problem solving tips

Memorization tricks

Practice more questions

8 Qs

3 Qs

2 Qs

3 Qs

1 Qs

88 Qs

$\frac{2 ϵ _{0} A _{1} A _{2}}{( A _{1} + A _{2} ) d}$

$\frac{2 ϵ _{0} A _{1} A _{2}}{( A _{2} - A _{1} ) d}$

$\frac{ϵ _{0} A _{1}}{d}$

$\frac{ϵ _{0} A _{2}}{d}$

$\frac{ϵ _{0} A _{1}}{d}$

Two capacitors connected in parallel having the capacities $C_{1}$ and $C_{2}$ are given $^{'} q^{'}$ charge, which is distributed among them. The ratio of the charge on $C_{1}$ and $C_{2}$ will be :

Two capacitors of capacitance $2 μ F$ and $4 μ F$ are charge to $200 V$ and $100 V$ respectively. They are then connected in parallel to each other. What is the potential across each capacitor ?