Class 8 Maths Worksheet: Compound Interest
The method (Grow it every year): Year by year: new amount = amount × (100 + R) ÷ 100. Amount after T years = P × (1 + R/100)ᵀ; compound interest = amount − P. A value falling by R% each year: × (100 − R) ÷ 100 every year. For 2 years, CI − SI = P × R × R ÷ 10000.
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- 1.A town has 37600 people. The population grows by 5% every year. What will the population be after 2 years?
- 2.A scooter is worth ₹45000. Its value falls by 20% every year. What will it be worth after 3 years (in ₹)?
- 3.Find the compound interest on ₹24000 at 15% per year for 3 years, compounded every year (in ₹).
- 4.Find the compound interest on ₹7500 at 8% per year for 2 years, compounded every year (in ₹).
- 5.A town has 20500 people. The population grows by 12% every year. What will the population be after 1 year?
- 6.A town has 40000 people. The population grows by 25% every year. What will the population be after 3 years?
- 7.Find the compound interest on ₹25400 at 15% per year for 1 year, compounded every year (in ₹).
- 8.What is the difference between the compound interest and the simple interest on ₹54800 at 5% per year for 2 years (in ₹)?
- 9.Find the compound interest on ₹40000 at 15% per year for 3 years, compounded every year (in ₹).
- 10.A scooter is worth ₹15600. Its value falls by 15% every year. What will it be worth after 2 years (in ₹)?
- 11.What amount will ₹28800 grow to in 3 years at 25% per year compound interest (in ₹)?
- 12.What amount will ₹32000 grow to in 3 years at 5% per year compound interest (in ₹)?
- 13.A scooter is worth ₹56300. Its value falls by 5% every year. What will it be worth after 1 year (in ₹)?
- 14.Find the compound interest on ₹31500 at 20% per year for 1 year, compounded every year (in ₹).
- 15.What is the difference between the compound interest and the simple interest on ₹57500 at 8% per year for 2 years (in ₹)?
- 16.A scooter is worth ₹4800. Its value falls by 10% every year. What will it be worth after 2 years (in ₹)?
- 17.Find the compound interest on ₹4500 at 8% per year for 1 year, compounded every year (in ₹).
- 18.What is the difference between the compound interest and the simple interest on ₹56800 at 5% per year for 2 years (in ₹)?
- 19.What is the difference between the compound interest and the simple interest on ₹33600 at 25% per year for 2 years (in ₹)?
- 20.A town has 6100 people. The population grows by 5% every year. What will the population be after 1 year?
- 21.Find the compound interest on ₹9000 at 10% per year for 3 years, compounded every year (in ₹).
- 22.A town has 42500 people. The population grows by 12% every year. What will the population be after 2 years?
- 23.Find the compound interest on ₹11400 at 10% per year for 1 year, compounded every year (in ₹).
- 24.Find the compound interest on ₹6900 at 4% per year for 1 year, compounded every year (in ₹).
- 25.Find the compound interest on ₹42200 at 25% per year for 1 year, compounded every year (in ₹).
- 26.Find the compound interest on ₹55600 at 20% per year for 1 year, compounded every year (in ₹).
- 27.What amount will ₹2600 grow to in 1 year at 15% per year compound interest (in ₹)?
- 28.Find the compound interest on ₹35200 at 25% per year for 3 years, compounded every year (in ₹).
- 29.What is the difference between the compound interest and the simple interest on ₹54800 at 15% per year for 2 years (in ₹)?
- 30.A town has 20000 people. The population grows by 8% every year. What will the population be after 2 years?
- 31.What amount will ₹16000 grow to in 3 years at 25% per year compound interest (in ₹)?
- 32.A town has 59900 people. The population grows by 5% every year. What will the population be after 1 year?
- 33.What amount will ₹11600 grow to in 2 years at 25% per year compound interest (in ₹)?
- 34.What amount will ₹53800 grow to in 1 year at 12% per year compound interest (in ₹)?
- 35.Find the compound interest on ₹5200 at 4% per year for 1 year, compounded every year (in ₹).
- 36.What amount will ₹18000 grow to in 1 year at 5% per year compound interest (in ₹)?
- 37.A town has 46800 people. The population grows by 5% every year. What will the population be after 2 years?
- 38.What amount will ₹3100 grow to in 2 years at 10% per year compound interest (in ₹)?
- 39.What amount will ₹29300 grow to in 1 year at 25% per year compound interest (in ₹)?
- 40.Find the compound interest on ₹37500 at 12% per year for 2 years, compounded every year (in ₹).
Answer key
- 41454
- 23040
- 12501
- 1248
- 22960
- 78125
- 3810
- 137
- 20835
- 11271
- 56250
- 37044
- 53485
- 6300
- 368
- 3888
- 360
- 142
- 2100
- 6405
- 2979
- 53312
- 1140
- 276
- 10550
- 11120
- 2990
- 33550
- 1233
- 23328
- 31250
- 62895
- 18125
- 60256
- 208
- 18900
- 51597
- 3751
- 36625
- 9540
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