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Comparing Tenths and Hundredths
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Comparing Tenths and Hundredths
Help a team prepare price tags and race times for a community fun day. Show how tenths and hundredths compare. Fractions should be written with their denominator, such as 7/10 or 23/100.
Make and read decimals
Remember: 1 tenth is the same as 10 hundredths. A zero can hold a place, so 0.4 = 0.40.
1.A stall has a ribbon that is 0.6 metres long. Write 0.6 as a fraction in tenths.
2.A timer records 0.08 seconds. Write 0.08 as a fraction in hundredths.
3.A price card shows 37/100 of a dollar. Write this amount as a decimal.
4.Choose the decimal equal to 4/10: A) 0.04 B) 0.4 C) 0.14
- 0.04
- 0.4
- 0.14
Compare the amounts
Use <, > or = to compare each pair. Think about lining up the tenths and hundredths places.
5.At the bake sale, one slice costs $0.5 and another costs $0.48. Fill the symbol: 0.5 ___ 0.48. Explain how you know.
6.A runner’s times are 0.09 seconds and 9/100 seconds. Fill the symbol: 0.09 ___ 9/100.
7.Which is greater: 12/100 or 1/10? Write both as hundredths to support your answer.
8.Put these fun-run distances in order from shortest to longest: 0.26 km, 0.3 km, 0.16 km, 0.2 km.
9.Use the number line to place 0.12, 0.25 and 0.38. Write them above their correct positions.
10.A game prize costs $0.40. Is that more than, less than or the same as 4/10 of a dollar? Show the decimal or fraction that helps you decide.
11.Mere says, “0.7 is smaller than 0.65 because 7 is smaller than 65.” Is Mere correct? Explain using hundredths.
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