Answer:

Step-by-step explanation:
We are given that
Electric field =

We have to find the ratio of magnitude of the upward electric force on an electron to the magnitude of gravitational force on the electron.
We know that
F=qE
Charge on an electron,q=

Using the formula
Upward electric force=
N
Upward electric force=
N
Mass of electron=


Gravitational force=

Using the formula
Gravitational force=

Ratio of Fe to the Fg=

