Rakesh obtained a loan of rs 35000 from a Rural Bank to start a small scale industry. If the rate of interest be 20% per annum, find the compound interest that he will pay after 3 years
Answers
Hence, The C. I. is ₹ 25480
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The compound interest that he needs to pay = Rs.25480
Given:
Rakesh obtained a loan of Rs. 35000 from a Rural Bank
The rate of interest = 20% per annum
The time period = 3 years
To find:
The compound interest that he will pay after 3 years
Solution:
NOTE:
The formula for the Compound interest is given by
C.I = P(1+R/100)^T - P
From given data,
Principal amount P = Rs.35000
The rate of interest R = 20%
The time period T = 3 years
Substitute above values in given formula
⇒ C.I = 35000(1+20/100)³ - 35000
= 35000(1+1/5)³ - 35000
= 35000[ (1+0.2)³ - 1 ]
= 35000 [ (1.2)³ - 1 ]
= 35000 [ 1.728 - 1 ]
= 35000 [ 0.728 ]
= 25480
Therefore,
The compound interest that he needs to pay = Rs.25480
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