if Pawan borrowed an amount of rupees 14000 from Rahul with simple interest rate of 8% per annum for 2 years. what extra money should we pay if the sum is compounded with same interest rate and time period ?
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Answer:
₹89.6
Explanation:
Simple Interest = P x R x T / 100
= 14000 x 8 x 2 / 100
= ₹ 2240
Compound Interest = Amount - Principal
Amount = P(1+R/100)^t
= 14000(1+8/100)^2
= ₹16329.6
Compound Interest = 16329.6 - 14000
= ₹2329.6
Difference in Compound and Simple Interest = ₹2329.6 - ₹2240
= ₹ 89.6
∴ The extra money that Pawan should pay if the sum is compounded with same interest rate and time period is ₹ 89.6
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