Let’s understand this formula with an example. If 20-year-old X invests Rs 10,000 today with an interest rate of 7.2 per cent, his money will double in ~10 years. If he decides to stay invested till he retires at the age of 60, he will end up with ~Rs 1,60,000. This is 16 times of his originally invested amount which was invested 40 years ago (2 times in 10 years, 16times in 40 years). If he had invested the same amount in a different asset class that promised 11 per cent returns, means his money will double in ~6.5 years. With this investment, X will be able to make the same 16 times in just 26 years instead 40 years in the earlier case. If he stayed invested till the age of 60, he would have retired with a corpus of more than Rs 6,40,000. This would have been 64 times of the originally invested amount and four times as much as the final amount he would have made by investing at 7.2 per cent.