Class 8 Exam  >  Class 8 Notes  >  Mathematics (Maths) Class 8  >  Worksheet: Comparing Quantities

Class 8 Maths - Comparing Quantities CBSE Worksheets

Multiple Choice Questions

Q1: The ratio of 50cm to 2.5m is
(a) 10 : 1
(b) 5 : 1
(c) 1 : 5
(d) None of these

Q2: The number of unelectrified villages in India decreased from 18,000 to 12,000 in last 6 years. What is the percentage of decrease?
(a) 30%
(b) 50%
(c) Class 8 Maths - Comparing Quantities CBSE Worksheets
(d) None of these.

Q3: Cost of an item is Rs. 50. It was sold with a profit of 12%. Find the selling price
(a
) Rs.56
(b)
Rs. 60
(c)
Rs.70
(d) 
None of these.

Q4: The simple interest on Rs.6000 for 1 year at 4% per annum is
(a) 
Rs.126.50
(b) 
Rs.240
(c)
Rs.43
(d) 
None of these

Q5: The fraction form of 45% is
(a)
3/20
(b) 9/20
(c) 11/20
(d) 13/2

Q6: The fraction form of 60% is
(a)
3/5
(b) 4/5
(c) 3/10
(d) 7/10

Q7: The percent form of 3.05 is
(a)
61/20%
(b) 61/50%
(c) 305%
(d) 350%

Q8: The Decimal form of 21% is
(a) 
0.21
(b) 2.1
(c) 21
(d) 210

Q9: The decimal form of 300% is
(a) 
0.3
(b) 0.03
(c) 3.0
(d) 30.0

Q10: 35% of 1 kg is equal to
(a) 
3.5 GM
(b) 35 GM
(c) 350 GM
(d) 3.5 KG

Answer the following Questions

Q1: A school trip is being planned in a school for class VIII. Girls are 60% of the total strength and are 18 in number. Find the ratio of number of boys to number of girls.

Q2: In a constituency there are 120 voters 90 of them voted Yes. What percent voted Yes?

Q3: If Rs. 250 is divided among Rakshith, Ravi and Raju. So that Rakshith gets 3 parts, Ravi gets 2 parts and Raju gets 5 parts. How much money will each get in percentages?

Q4: My grandmother says in her childhood milk was at Rs.2 per litre. It was Rs.36 per litre today. By what percentage has the price gone up?

Q5: The cost of a toy car is Rs. 140. If the shopkeeper sells it at a loss of 10%. Find the price at which it is sold.

Q6: Rashida purchased an air-conditioner for Rs. 3400 including a tax of 10%. Find the actual price of the air conditioner before VAT was added.

Q7: At what rate of simple interest will the sum double itself in 2 years?

Q8: In what time will Rs. 1600 amount to Rs. 1768 at 6% per annum simple interest?

Q9: What amount Harish has to pay at the end of 3 years of Rs. 40,000 at an interest of 16% compounded annually?

Q10: Mahesh sells two tables for Rs. 3000 each. He gains 20% on one table and on the other he loses 20%. Find his gain or loss percent on whole transaction.

Q11: Prateeksha went to a shopping mall to purchase a saree. Marked price of the saree is Rs.2000. Shop owner gave a discount of 20% and then 5%.Find the single discount equivalent to these 2 successive discounts.

Q12: Rajanna purchased 25 dozen bananas for RS. 625. He spent Rs. 125 for transportation. He could not sell 5 dozen bananas as they were spoiled. He sold the remaining banana’s at Rs. 30 for each dozen. Find loss and profit percent.

You can access the solutions to this worksheet here.

The document Class 8 Maths - Comparing Quantities CBSE Worksheets is a part of the Class 8 Course Mathematics (Maths) Class 8.
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FAQs on Class 8 Maths - Comparing Quantities CBSE Worksheets

1. What is the importance of comparing quantities in mathematics?
Ans. Comparing quantities is essential in mathematics as it helps us understand relationships between different values. It allows us to make informed decisions based on the relative sizes of quantities, which is crucial in everyday situations like budgeting, cooking, and shopping.
2. How can I effectively teach my students to compare quantities?
Ans. To effectively teach students about comparing quantities, use visual aids such as graphs and charts. Incorporate real-life examples, engage them in hands-on activities, and encourage them to solve problems that require comparing different quantities to enhance their understanding.
3. What are some common methods for comparing quantities?
Ans. Common methods for comparing quantities include using ratios, proportions, percentages, and fractions. These methods allow for a clear understanding of how one quantity relates to another, making it easier to analyze and interpret data.
4. Can you provide examples of comparing quantities in real life?
Ans. Yes, examples of comparing quantities in real life include comparing prices of different products to find the best deal, analyzing the nutritional content of various foods, or assessing travel times between different routes to determine the fastest option.
5. What are some challenges students face when comparing quantities?
Ans. Some challenges students face when comparing quantities include misunderstanding the concepts of ratios and proportions, difficulty in converting units, and confusion when interpreting data from graphs or charts. Providing clear explanations and practice problems can help overcome these challenges.
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