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Year 6 Place Value Practice
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Year 6 Place Value Practice
Solve each clue to help prepare a set of number cards for a maths trail. Show your thinking where you can. Numbers use New Zealand place-value conventions.
Decode and compare
Start by reading the clues carefully.
1.A number card says “two million, sixty-four thousand, nine”. Which numeral belongs on the card?
- 2,640,009
- 2,064,009
- 2,064,090
- 2,604,900
2.Four display cards show 7,209,450; 7,290,405; 7,029,540; and 7,209,540. Which card has the greatest value?
3.On the number 3,862,175, what is the value represented by the digit 6?
- 6,000
- 60,000
- 600,000
- 6,000,000
4.The number line runs from 4.0 to 4.1 in equal steps. Write the decimal at the marked point closest to 4.1.
Build and use numbers
Use place-value structure to solve the next set of clues.
5.A number is made from 5,000,000 + 300,000 + 8,000 + 70 + 2. Write the number as one numeral.
Millions
Hundred thousands
Ten thousands
Thousands
Hundreds
Tens
Ones
4
0
7
2
3
0
5
6.Using the place-value chart, state the value of the digit 7 in 4,072,305.
7.Put these trail-marker numbers in order from least to greatest: 305,080; 350,008; 305,800; 300,850.
8.A science display records a measurement of 8.406 litres. Write 8.406 in words, then give the value of the digit 6.
9.A digital counter changes its display when multiplied or divided. Complete each: (a) 36.4 × 10 = ___; (b) 7,250 ÷ 100 = ___; (c) 0.083 × 1,000 = ___.
10.Fill each gap with <, > or =: (a) 5.062 5.602; (b) 600,000 6 × 100,000; (c) 0.47 0.470.
11.Create the number described: the millions digit is 3, the ten-thousands digit is 5, the hundreds digit is 2, and the hundredths digit is 7. Every other digit is zero.
2 printable pages
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