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Worksheet Solutions: Halves And Quarters - 2 | Mathematics for Class 4: NCERT PDF Download

Q: Answer the following Questions.


I. Price per kg of each item is given below:

Tomato: 8 rupees
Potato: 12 rupees
Onion: 10 rupees
Carrot: 16 rupees
Pumpkin: 4 rupees.

Worksheet Solutions: Halves And Quarters - 2 | Mathematics for Class 4: NCERT

(i) (a) How much does ½ kg of tomatoes cost?
(b) Which costs more – ½ kg of onions or ¼ kg of carrots?
(c) What is the price of ¾ kg of potatoes?
Ans:
(a) Price of 1 kg tomatoes = 8 rupees
Price of ½ kg tomatoes = 4 rupees.
(b) Price of 1 kg onions = 10 rupees
Price of ½ kg onions = 5 rupees
Price of 1kg carrot = 16 rupees
Price of ¼ kg carrot = 4 rupees.
So ½ kg of onion is more than ¼ kg of carrot.
(c) Price of 1 kg potatoes = 12 rupees
Price of ¾ kg of potatoes = 9 rupees.

(ii) Keerthi is going for shopping. She has only Rs 20 with her. Can she buy all the things in her shopping list? Her shopping list includes:
Potato: ½ kg
Pumpkin: 2 kg
Carrot: ¼ kg

Ans:
Price of 1 kg potatoes = 12rupees
Price of ½ kg potatoes = 6 rupees
Price of 1 kg pumpkin = 4 rupees
Price of 2kg pumpkin = 2 x 4 = 8 rupees
Price of 1kg carrot = 16 rupees
Price of ¼ kg carrot = 4 rupees
Total = 6 + 8 + 4 = 18 rupees.

(iii) From the price list given above, find the cost of 2 kg tomatoes and 1 ½ kg potatoes?
Ans:
Price of 1 kg tomatoes = 8 rupees
Price of 2 kg tomatoes = 2 x 8 = 16 rupees
Price of 1 kg potatoes = 12 rupees
Price of ½ kg potatoes = 6 rupees
Price of 1 ½ kg potatoes = 12 + 6 = 18 rupees
Total = 16 + 18 =34 rupees.

(iv) Manu travels 3 km and Nandu travels 1 ½ km. Who travels more and by how much?
Ans: Manu travels more by 1 ½ km.

(v) If the cost of 10 kg rice is 330 rupees. Find the cost of 5 kg rice?
Ans:
Cost of 10 kg rice = 330 rupees
Cost of 5 kg rice = Half of 330 = 165 rupees.

(vi) Ramesh bought a piece of halwa for his children Ammu and Anu. He divided it equally for them. How many parts they will get?
Ans: Each one will get ½ parts of Halwa.

(vii) There are 38 children in a class. ½ of them are boys. Find the number of girls?
Ans:
Total number of children = 38
Number of boys = ½ of 38 = 19
Number of girls = 38 – 19 = 19.

(viii) There are 20 balls in a basket. ½ of them are red, ¼ of them are blue and ¼ of them are green. Find the number of red balls, blue balls and green balls?
Ans:
Total number of balls = 20
Number of red balls = ½ of 20 = 10
Number of blue balls = ¼ of 20 = 5
Number of green balls = ¼ of 20 = 5

(ix) Price of ½ kg sugar is 15 rupees. Find the cost of 2 kg sugar?
Ans:
Price of ½ kg sugar = 15 rupees
Price of 1 kg sugar = 30 rupees
Price of 2 kg sugar = 2 x 30 = 60 rupees
Worksheet Solutions: Halves And Quarters - 2 | Mathematics for Class 4: NCERT

(x) Kiran had 60 chocolates in his hand. ¼ of them he had given to his friends and ¾ of them he gave to his family members. How many chocolates each got?
Ans:
Total number of chocolates = 60
Chocolates given to his friends = ¼ of 60 = 15
Chocolates given to family members = ¾ of 60 = 45.

Worksheet Solutions: Halves And Quarters - 2 | Mathematics for Class 4: NCERT

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FAQs on Worksheet Solutions: Halves And Quarters - 2 - Mathematics for Class 4: NCERT

1. What are halves and quarters in mathematics?
Ans. In mathematics, halves and quarters refer to dividing a whole into equal parts. A half represents dividing something into two equal parts, while a quarter represents dividing something into four equal parts.
2. How do you find halves and quarters of a number?
Ans. To find a half of a number, you can divide it by 2. For example, the half of 10 is 5. To find a quarter of a number, you can divide it by 4. For example, the quarter of 20 is 5.
3. Can you give an example of using halves and quarters in real-life situations?
Ans. Yes, certainly! One example is when you want to share a pizza equally among two people, you would cut it into halves. Similarly, if you want to share a cake equally among four friends, you would cut it into quarters.
4. How can halves and quarters be represented visually?
Ans. Halves can be represented visually using a line or shape divided into two equal parts. For example, a circle divided into two equal parts represents halves. Quarters can be represented visually using a line or shape divided into four equal parts. For example, a square divided into four equal parts represents quarters.
5. Can halves and quarters be used in measurements?
Ans. Yes, halves and quarters can be used in measurements. For example, if you have a length of 10 centimeters and you want to find half of it, you would measure 5 centimeters. Similarly, if you have a whole pizza with a diameter of 20 inches, and you want to find a quarter of it, you would measure 5 inches.
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