MEDIUM
12th CBSE
IMPORTANT
Earn 100

The net capacitance of three identical capacitors in of series is 1 μF. What will be their net capacitance if connected in parallel?

Important Questions on Electrostatic Potential and Capacitance

EASY
12th CBSE
IMPORTANT

Figure shows a network of five capacitors connected to a 100 V supply. Calculate the total charge and energy stored in the network.

Question Image

EASY
12th CBSE
IMPORTANT

Two capacitors are in parallel and the energy stored is 45 J, when the combination is raised to the potential of 3000 V. With the same two capacitors in series, the energy stored is 4.05 J for the same potential. What are their individual capacitances?

MEDIUM
12th CBSE
IMPORTANT
Find the ratio of the potential differences that must be applied across the parallel and the series combination of two capacitors C1 and C2 

with their capacitances in the ratio 1:2 so that the energy stored in the two cases, becomes the same.

EASY
12th CBSE
IMPORTANT
A parallel-plate capacitor having plate area 100 cm2 and separation 1.0 mm holds a charge of 0.12 μCμC when connected to a 120 V battery. Find the dielectric constant of the material filling the gap.
EASY
12th CBSE
IMPORTANT
Find the length of the paper used in a capacitor of capacitance 2 μF, if the dielectric constant of the paper is 2.5 and its width and thickness are 50 mm and 0.05 mm, respectively.
EASY
12th CBSE
IMPORTANT
A parallel-plate capacitor consists of 26 metal strips, each of 3 cm×4 cm, separated by mica sheets of dielectric constant 6 and uniform thickness 0.2 mm. Find the capacitance.
EASY
12th CBSE
IMPORTANT
A parallel-plate capacitor of capacity 0.5 μF is to be constructed using paper sheets of thickness 0.04 mm as dielectric. Find how many circular metal foils of diameter 0.1 m will have to be used. Take the dielectric constant of paper used as 4.
EASY
12th CBSE
IMPORTANT
When a slab of insulating material 4 mm thick is introduced between the plates of a parallel plate capacitor, it is found that the distance between the plates has to be increased by 3.2 mm to restore the capacitance to the original value. Calculate the dielectric constant of the material.