The area of each plate of parallel plated condenser is `144 cm^(2)`. The electrical field in the gap between the plates changes at the rate of `10^(12)Vm^(-1)s^(-1)`. The displacement current is

A parallel plate capacitor has circular plates, each of radius 5.0 cm. It is being charge so that electric field in the gap between its plates rises steadily at the rate of 10^(12)Vm^(-1)s^(-1) . What is the displacement current ?

A parallel plate capacitor has circular plates each of radius 5.0 cm. It is being charged so that electric field in the gap between its plates rises steadily at the rate of 2 xx 10^(12) Vm^(-1)s^(-1) What is the displacement current.

A parallel plate capacitor has circular plates each of radius 5.0 cm. It is being charged so that electric field in the gap between its plates rises steadily at the rate of 2 xx 10^(12) Vm^(-1)s^(-1) What is the displacement current.

A parallel plate capacitor has circular plates, each of radius 5.0 cm. It is being charged so that electric field in the gap between its plates rises steadily at the rate of 10^(12) "Vm"^(-1)"s"^(-1). What is the displacement current?

A parallel plate capacitor has circular plates, each of radius 5.0 cm. It is being charged so that electric field in the gap between its plates rises steadily at the rate of 10^(12) "Vm"^(-1)"s"^(-1). What is the displacement current?

Each of the circular plates of a parallel plate capacitor has radius of 4 cm . The capacitor is charged such that the electric field in the gap between the plates rises at a constant rate of 2 xx 10^(12) VM^(-1) s^(-1) . What is the displacement current ? [ epsi_0 = 8.85 xx 10^(-12) C^2 N^(-1) m^(-2)]

A parallel plate capacitor has circular plates each of radius 6.0cm, It is charged such that the electric field in the gap between its plates rises constantly at the rate of 10^10V cm^-1s^-1 . What is the displacement current?

A parallel plate capacitor has a plate area of 300 cm""^(2) electric field between the plates continuously changes at a rate of 9 xx 10 ^(10) V s^(-1) . Calculate the displacement current developed between both the plates .

A parallel plate capacitor has circular plates, each of radius 8cm, It is being charged so that the electric field between the gap of two plates rises steadily at the rate of 10^13V m^-1s^-1 . Find the value of displacement current?

What is the displacement current between the square plate of side 1 cm is of a capacitor, if electric field between the plates is changing at the rate of 3 xx 10^(6) Vm^(-1)s^(-1) ?