Question 14 Marks
A business has earned average profit of ₹ 4,00,000 during the last few years and the normal rate of return in similar business is 10%. Find value of goodwill by:
- Capitalisation of Super Profit Method.
- Super Profit Method if the goodwill is valued at 3 years' purchase of super profits.
Answer
View full question & answer→Average Profit – ₹ 4,00,000
Normal Rate of Return – 10%
Capital Employed = Assets - External Liabilities
= 40,00,000 - 7,20,000
= ₹ 32,80,000
Normal Profit $=\text{Capital Employed}\times\frac{\text{Normal Rate of Return}}{100}$
$=32,80,000\times\frac{10}{100}$
= ₹ 3,28,000
Super Profit = Actual Profit - Normal Profit
= 4,00,000 - 3,28,000
= ₹ 72,000
$\text{Goodwill}=72,000\times\frac{100}{10}$
= ₹ 7,20,000
= 72,000 × 3
= 2,16,000
Therefore, Goodwill is valued at ₹ 2,16,000
Normal Rate of Return – 10%
- Goodwill by Capitalisation of Super profit
Capital Employed = Assets - External Liabilities
= 40,00,000 - 7,20,000
= ₹ 32,80,000
Normal Profit $=\text{Capital Employed}\times\frac{\text{Normal Rate of Return}}{100}$
$=32,80,000\times\frac{10}{100}$
= ₹ 3,28,000
Super Profit = Actual Profit - Normal Profit
= 4,00,000 - 3,28,000
= ₹ 72,000
$\text{Goodwill}=72,000\times\frac{100}{10}$
= ₹ 7,20,000
- Super Profit Method if the goodwill is valued at 3 years’ purchase of super profits
= 72,000 × 3
= 2,16,000
Therefore, Goodwill is valued at ₹ 2,16,000

Weighted Averag Profit $=\frac{\text{Total Product of Profits}}{\text{Total of weights}}$
WN: 2 Calculations of Weighted Average Profits:
$\text{Weighted Average Profit}=\frac{\text{Total of Profit Product}}{\text{Total of Weights}}$ $=\frac{20,85,000}{15}=₹\ 1,39,000$
Weighted Average Profit $=\frac{\text{Total Product of Profits}}{\text{Total of weights}}$
WN: 2 Calculation of Super Profits: