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Decimal Place Value
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Decimal Place Value
Help plan a decimal-themed market stall! Read each decimal carefully. Show your thinking where you can.
Decode the decimals
1.At the market, a jar is labelled 3.47 kg. What is the value of the digit 4 in 3.47?
- 4 ones
- 4 tenths
- 4 hundredths
2.A recipe uses 2.306 litres of water. Write this decimal in expanded form, using place-value parts.
3.One tenth is equal to how many hundredths? Explain using the digits in 0.1 and 0.10.
4.A stall sells 0.58 kg of apples. Complete the place values: ones = , tenths = , hundredths = .
Place, compare and order
5.Mark 0.2, 0.65 and 0.9 on the number line. Label each point.
6.Compare the prices. Write <, > or = in each gap: 0.4 0.35; 0.72 0.8; 0.09 0.1.
7.Put these weights in order from lightest to heaviest: 0.25 kg, 0.3 kg, 0.18 kg, 0.6 kg.
8.A price tag shows $0.75. Write this amount in words, using Australian currency language.
Decimals at the stall
9.A ribbon is 1.35 m long. How many metres, tenths of a metre and hundredths of a metre does 1.35 m represent?
10.The stall's chalkboard shows 0.40 kg and 0.4 kg for the same amount of nuts. Are the amounts equal? Explain why.
11.A baker has 0.7 of a tray of brownies left and sells 0.25 of a whole tray. How much of a tray remains? Show how you worked it out.
2 printable pages
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Page 2
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