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Compound Interest
Quantitative Aptitude · Maths Bookwise · Commercial Arithmetic
Useful for: SSC CGL
BOOK-GUIDED ORIGINAL SSC MATHS PRACTICE — Compound Interest
FOUNDATION
Amount = P(1 + r/100)^n for annual compounding.
METHOD
Identify the quantities given, choose the exact relationship, calculate in the same unit, then check the answer against the question.
WORKED EXAMPLE 1
Find compound interest (₹) on ₹23600 at 25% annually for 2 years.
Amount = 23600×(125/100)² = ₹36875. CI = amount−principal = ₹13275.
WORKED EXAMPLE 2
Find compound interest (₹) on ₹2000 at 10% annually for 2 years.
Amount = 2000×(110/100)² = ₹2420. CI = amount−principal = ₹420.
IMPORTANT EXCEPTION / COMMON TRAP
The compounding period and rate must use matching units.
QUICK REVISION
Amount = P(1 + r/100)^n for annual compounding.
SEE MORE: https://study.kundali-iq.com/ssc-maths/compound_interest/
For complete timed maths practice, use SSC CGL Test Series → New Maths 100 Mixed Sets or Chapter-wise sets. These are independent original questions, not copied previous-year questions.
Practice MCQs
Find compound interest (₹) on ₹23600 at 25% annually for 2 years.
- 13275
- 15045
- 12390
- 14160
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Answer: (a) 13275. Amount = 23600×(125/100)² = ₹36875. CI = amount−principal = ₹13275.
Find compound interest (₹) on ₹2000 at 10% annually for 2 years.
- 420
- 392
- 448
- 476
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Answer: (a) 420. Amount = 2000×(110/100)² = ₹2420. CI = amount−principal = ₹420.
Find compound interest (₹) on ₹15200 at 20% annually for 2 years.
- 7133
- 6243
- 7578
- 6688
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Answer: (d) 6688. Amount = 15200×(120/100)² = ₹21888. CI = amount−principal = ₹6688.
Find compound interest (₹) on ₹16800 at 25% annually for 2 years.
- 10710
- 10080
- 9450
- 8820
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Answer: (c) 9450. Amount = 16800×(125/100)² = ₹26250. CI = amount−principal = ₹9450.
Find compound interest on ₹1100 at 20% p.a. for 2 years, compounded annually.
- 532.4
- 484
- 435.6
- 580.8
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Answer: (b) 484. Amount = P(1+20/100)².
Find compound interest on ₹1200 at 25% p.a. for 2 years, compounded annually.
- 675
- 607.5
- 810
- 742.5
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Answer: (a) 675. Amount = P(1+25/100)².
Find compound interest on ₹1300 at 10% p.a. for 2 years, compounded annually.
- 245.7
- 273
- 300.3
- 327.6
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Answer: (b) 273. Amount = P(1+10/100)².
Find compound interest on ₹1400 at 20% p.a. for 2 years, compounded annually.
- 739.2
- 677.6
- 554.4
- 616
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Answer: (d) 616. Amount = P(1+20/100)².
Find compound interest on ₹1500 at 25% p.a. for 2 years, compounded annually.
- 843.75
- 1012.5
- 759.38
- 928.12
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Answer: (a) 843.75. Amount = P(1+25/100)².
Find compound interest on ₹1600 at 10% p.a. for 2 years, compounded annually.
- 302.4
- 403.2
- 369.6
- 336
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Answer: (d) 336. Amount = P(1+10/100)².
Find compound interest on ₹1700 at 20% p.a. for 2 years, compounded annually.
- 673.2
- 897.6
- 822.8
- 748
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Answer: (d) 748. Amount = P(1+20/100)².
Find compound interest on ₹1800 at 25% p.a. for 2 years, compounded annually.
- 911.25
- 1113.75
- 1012.5
- 1215
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Answer: (c) 1012.5. Amount = P(1+25/100)².
Find compound interest on ₹1900 at 10% p.a. for 2 years, compounded annually.
- 438.9
- 478.8
- 359.1
- 399
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Answer: (d) 399. Amount = P(1+10/100)².
Find compound interest on ₹7500 at 25% p.a. for 2 years, compounded annually.
- 4640.62
- 5062.5
- 4218.75
- 3796.88
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Answer: (c) 4218.75. Amount = P(1+25/100)².
Find compound interest on ₹2000 at 20% p.a. for 2 years, compounded annually.
- 880
- 792
- 968
- 1056
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Answer: (a) 880. Amount = P(1+20/100)².
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