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There are two rules to calculate the doubling period:
1. Rule 72
2. Rule 69
Interest rate(absolute)
Absolute means not to take % into consideration
e.g. In how many years an amount of Rs. 1,000/- double itself @ 10% compound rate of interest according to rule 72.
Rule 72 = 72 = 7.2 years
Interest rate
e.g. An amount of Rs. 15,000 at 20% rate of interest will be double in how many years if interest compounded annually according to rule 69.
Rule 69 = 0.35 + 69/20=3.8 years
(i.e. 3 years and 9 months and 18days).
= Debt x r
[(1+r)n-1]
Answer: Sinking fund = 2,00,000 x0 .10
[(1+10/100)5-1] = 32,759.49(approx)
[ 1-(1+r)-n]
e.g. A borrows Rs. 50,000 at 10% p.a. compounded annually and agrees to pay it back in 5 equal annual installments. Find the amount of each yearly installment.
Equal yearly installment= 50000 x .10
[1-(1+10/100)-5] = 13192.61(approx)
By: Vikas Goyal ProfileResourcesReport error
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