What is the electric potential between two points 5.0 centimeters apart if the electric field between those points is a constant 250 Newtons/meter?
To find the electric potential between two points given the electric field, you can use the formula:
Electric Potential (V) = Electric Field (E) × Distance (d)
In this case, the electric field (E) is constant at 250 Newtons/meter, and the distance (d) between the two points is 5.0 centimeters, which can be written as 0.05 meters.
Using the formula, you can calculate the electric potential as follows:
Electric Potential (V) = Electric Field (E) × Distance (d)
V = 250 N/m × 0.05 m
Multiplying 250 N/m by 0.05 m, you get:
V = 12.5 Volts
Therefore, the electric potential between the two points 5.0 centimeters apart, with an electric field of 250 Newtons/meter, is 12.5 Volts.