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Dividing by 100
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Dividing by 100
Work through each section. Show working where asked, and remember to include units in word problems.
Understanding the pattern
1.When a number is divided by 100, its value becomes one hundredth as large. In a place-value chart, how many places does each digit shift, and in which direction?
2.Choose the correct value of 900 ÷ 100.
- 90
- 9
- 0.9
3.Use the space to show one way to work out 3.6 ÷ 100. Label or explain your steps.
You may write, draw arrows, or use a place-value chart.
Division practice
Calculate each answer. Show a useful step or strategy.
4.Calculate 300 ÷ 100.
5.Calculate 700 ÷ 100.
6.Calculate 1,300 ÷ 100.
7.Calculate 2,400 ÷ 100.
8.Calculate 56 ÷ 100.
9.Calculate 8.4 ÷ 100.
10.What pattern do you notice in the answers to 300 ÷ 100, 700 ÷ 100, 1,300 ÷ 100 and 2,400 ÷ 100?
Money problems
11.A jar contains 850 cents. If 100 cents make $1, how many dollars is that amount?
12.A community group raises 2,300 cents at a fair. How much money is this in dollars?
13.Select every expression or amount that has the same value as 900 ÷ 100.
- 9
- 9.00
- $9
- 90
- 0.9
Think further
14.If 6,000 ÷ 1,000 is calculated in the same way as dividing by 100, what is the answer? How many places does each digit shift?
15.Explain why dividing a positive number by 100 gives a smaller number. Include an example in your explanation.
3 printable pages
Page 1
Page 2
Page 3
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