a financial company offers compound interest at the rate of 5% for the first year and 6% for the second year. Find the interest on a sum of ₹63000 at the end of the second year
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Answer:
For the first year
P1=10,000,R=5%
A1=10,000(1+1005)
=10000×100105
=Rs.10500
At the end of the first year he repay 35% of the sum borrowed so he repay the amount=10000×10035=Rs3500
left amt=10000−3500=Rs.7000
For the second year
P2=Rs.7000, R=5%
A2=7000(1+1005)
=7000×100105
=Rs.7350
At the end of the second year he repay 42% of the sum borrowed so he repay the amt=10000×10042=Rs.4200
Left amt=7350−4200=Rs.3150
For the Third year
P3=Rs.3150,R=5%
A3=3150(1+1005)
=3150×100
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