CBSE Maths · Class 8
Chapter 8: Comparing Quantities
Name: ________________________
Date: ______________
Marks: ____ / 10
Percentages, profit/loss, discount, compound interest.
Questions
- SI on \rupee5000 at 8% for 2 years.
- CI on \rupee5000 at 10% p.a. for 2 years.
- MP \rupee1200, successive discounts 10% and 5%. SP?
- P=1000,R=10%,n=2: CI.
- Discount of 15% on MP ₹800: SP.
- If CP =₹500, profit 20%: SP.
- A quantity increased 20% then 10%: overall % change.
- CI on P=5000,R=8%,n=1.
- Population grows 5% annually; find population after 2 years starting at 10000.
- Convert profit % to CP given SP and profit.
Extra Practice (Optional)
- A camera bought \rupee5000 sold at \rupee4600. Loss?
- Difference between SI and CI on \rupee10000 at 10% for 2 y.
- Marked price if SP =\rupee900 after 10% discount.
Answer Key (For Teachers)
- Answer: \rupee800.
Working: 1005000⋅8⋅2. - Answer: \rupee1050.
Working: A=5000(1.1)2=6050; CI=1050. - Answer: \rupee1026.
Working: After 10%: 1080; after 5%: 1026. - Answer: 210
Working: A=1000(1.1)2=1210; CI =210. - Answer: ₹680
Working: 800⋅0.85. - Answer: ₹600
Working: 500⋅1.2. - Answer: 32%
Working: 1.2×1.1=1.32. - Answer: ₹400
Working: SI=CI=400 when n=1. - Answer: 11025
Working: 10000(1.05)2=11025. - Answer: As formula.
Working: Use formula CP=SP/(1+p/100).
Gyaan Maths · CBSE Class 8 · Chapter 8