0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

The electric potential difference between the ground and a cloud in a particular thunderstorm is 1.2×109V. What is the magnitude of the change in energy(in multiples of the eV) of an electron that moves between the ground and the cloud?
  1. 1.2MeV
  2. 1.2meV
  3. 1.2GeV
  4. 1.2peV

A
1.2MeV
B
1.2meV
C
1.2peV
D
1.2GeV
Solution
Verified by Toppr

Given potential difference between ground and a cloud =1.2×109V

We have to find the change in energy of an electron that moves between ground and the cloud.

We know that energy = charge × potential

Change in energy = charge × change in potential

Since charge = charge on electron =e=1.6×1019C

Change in potential =1.2×109V

So, change in energy =1.6×1019×1.2×109

=1.2×109eV

=1.2GeV

Was this answer helpful?
1
Similar Questions
Q1
The electric potential difference between the ground and a cloud in a particular thunderstorm is 1.2×109V. What is the magnitude of the change in energy(in multiples of the eV) of an electron that moves between the ground and the cloud?
View Solution
Q2
A cloud is at a potential of 8×109 V relative to the ground. A charge of 40 C is transferred in a lightning stroke between the cloud and the earth. The energy released is:
View Solution
Q3
During storms clouds get changed. The dielectric breakdown of air is 3×106 V/m and there is a cloud of area 0.5 km2 which is 500 m above ground. This cloud induces an opposite charge on ground due to which this cloud-ground system behaves as a parallel plate capacitor.

View Solution
Q4
A cloud is at a potential of 8×106 volts relative to the ground. A charge of 80 coulombs is transferred in lighting stroke between the cloud and the ground. Assuming the potential of the cloud to remain constant the energy dissipated is _.
View Solution
Q5
A cloud is at a potential of 8×106 volt relative to the ground. A charge of 80 coulomb is transferred in lightening stroke between the cloud and the ground. Assuming the potential of the ground to remain constant the energy dissipated is
A)6.4×108 Joule
B)6.4×104 Joule
C)105 Joule
D)107 Joule
View Solution