Electrical Potential difference & mechanical work – Numerical problems

Last updated on August 25th, 2023 at 01:22 pm

In this post, we will solve numerical problems based on the formula of electric potential difference and mechanical work.

Formulas Used

The potential difference between two points in a circuit is the electrical energy per unit charge. When this electrical energy is converted into other forms of energy (thermal, light, mechanical, etc.), then it can be expressed as:

Electrical potential difference =electrical energy converted into other forms/amount of charge passing
or, potential difference =work done/charge passing [as energy is the result of doing work, W ]

=> V = W/Q

Numerical problems based on Electrical Potential difference & mechanical work done

1) The element of an electric kettle that takes a current of 12.5 A produces 540 kJ of thermal energy in 3 minutes.

a) How much charge passes through the element in these 3 minutes?

b) What is the potential difference across the ends of the element?


2) A 12 V pump for a fountain in a garden pond can pump water up to a height of 0.80 m at a rate of 4.8 litres per minute.

a) How much work does the pump do per minute when raising the water to a height of 0.80 m? (You may assume that one litre of water has a mass of 1 kg.)

b) If the pump is 75% efficient, how much charge passes through the pump motor in one minute?

c) What current does the motor take when operating under these conditions?


See also  Parallel Combination of capacitors
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