Meera borrowed a sum of ₹4000 from Sita for two years. If the rate of interest is 15% per annum compounded annually, find the amount that Meera has to pay back.
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Given :-
- Sum borrowed by Meera = Rs.4000 .
- Time = 2 years.
- Rate = 15% per annum compounded annually .
To Find :-
- The amount that Meera has to pay back to sita .
Solution :-
we know that, when rate is compounded annually,
- Amount = Principal * [1 + (Rate/100)]^(time)
so,
→ Amount = 4000[1 + (15/100)]²
→ Amount = 4000[1 + (3/20)]²
→ Amount = 4000 * (23/20)²
→ Amount = 4000 * (529/400)
→ Amount = Rs.5290 (Ans.)
Hence, Meera has to pay Rs.5290 back to sita .
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