Class 5 Exam > Class 5 Notes > Worksheet: Tenths And Hundredths
Tenths And Hundredths Class 5 Worksheet Maths Chapter 10
Q.1. How many millimeters in 4 centimeters?
Q.2. What is the best unit for measuring the length of this phone?
Q.3. The graph shows the color of each student's eyes where 10 students are in a group. Which color shows the fraction 2/10?
Q.4. How can we write 7.6 cm in this form:______cm and _______ mm?
Q.5. Who has the longest tail?
Q.6. If soap cost ₹12.50 then how much will 4 soaps cost?
Q.7. There are 100 students m a school. 42 are girls and remaining are boys? What fraction of them are boys?
Q.8. A box consists of 10 balls. 4 are blue and the rest are yellow. What fraction of the balls is yellow?
Q.9. How can we write 340 mm in cm?
Q.10. Lara had 4 squares of side 6 cm, 3 cm, 7 cm, 5 cm. She want to put ribbon around each. How much will it cost to buy ribbon if 1 cm cost ₹10?
Q.11. Avan bought 2.5 m of timber at $ 10.50 m. How much did he spend on timber?
Q.12. Walter walked from one tree to another in 3 stages. The distance covered was 6.5m, 250cm, 6.2m. How much distance in total did Walter walk?
Q.13. Which unit should be used to measure the length of bus?
Q.14. If temperature of Rajasthan is 47.5°C and that of Mumbai is 28.7°C. What is the difference m temperature?
Q.15. How many meters are there in 15 centimeters?
Q.16. If a string is 2.8 cm long and is cut into two equal parts. How much will be the length of each pan?
Q.17. The height of each block is 10.5cm. What is the height of 8 stacked blocks?
Q.18. If Rahul's height is 160cm. What will be his height in meters and how much more his height should be increased to make up to 2 m?
Q.19. There was a long jump competition in school. Ramesh jumped 2.50m and Suresh jumped 2.05m. Who was the winner?
Q.20. If the temperature of Chennai is 21.1° and that of Srinagar is 1.3°C. What is the difference in their temperatures?
FAQs on Tenths And Hundredths Class 5 Worksheet Maths Chapter 10
| 1. What is the concept of tenths and hundredths? |  |
Ans. Tenths and hundredths are parts of a whole number, where tenths represent one-tenth of the whole and hundredths represent one-hundredth of the whole. For example, 0.1 is one-tenth and 0.01 is one-hundredth.
| 2. How do you read and write numbers in tenths and hundredths? | |
Ans. To read numbers in tenths and hundredths, we say the whole number part, followed by "and," and then the decimal part. For example, 3.4 is read as "three and four tenths." To write numbers in tenths and hundredths, we use decimal notation, placing the decimal point after the whole number part and then writing the decimal part. For example, 3.4 is written as 3.4.
| 3. How do you represent tenths and hundredths on a number line? | |
Ans. To represent tenths and hundredths on a number line, divide each whole number interval into ten equal parts for tenths and into hundred equal parts for hundredths. Mark the appropriate point on the number line to represent the given decimal. For example, to represent 0.3, divide the interval between 0 and 1 into ten equal parts and mark the third part.
| 4. How do you convert tenths to hundredths and vice versa? | |
Ans. To convert tenths to hundredths, multiply the tenths value by 10. For example, 0.4 tenths is equal to 0.40 hundredths. To convert hundredths to tenths, divide the hundredths value by 10. For example, 0.50 hundredths is equal to 0.05 tenths.
| 5. How can tenths and hundredths be used in real-life situations? | |
Ans. Tenths and hundredths are used in various real-life situations, such as measuring small quantities, representing decimal prices, calculating percentages, and understanding money transactions. For example, when purchasing items, the decimal prices represent the amount in tenths or hundredths of a dollar.
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