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Unit 8: Numbers to 100 (2)

Question 2

Share 20 strawberries between 5 bowls.

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Complete the division number sentence.

$20 \div 5 = \square$

Question 3

Tick the shapes that show quarters.

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  1. Shape A
  2. Shape B
  3. Shape C
  4. Shape D
  5. Shape E
  6. Shape F

Question 4

Write each of the numbers represented in words.

a

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b

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c 93

d 31

Question 5

Read the number words and write the number.

**forty-two**

Question 6

Read the number words and write the number.

**seventy-six**

Question 7

Read the number words and write the number.

**twenty-five**

Question 8

Read the number words and write the number.

**sixty-eight**

Question 9

Use these number words to write some 2-digit numbers in words. How many different numbers can you write?

twenty seventy forty eight nine

Question 10

Marcus says there is only one 2-digit number word with 12 letters, seventy-seven. Is Marcus correct?

Question 11

Round each number to the nearest 10. Use the number line to help you.

| | | |
|:-:|:-:|:-:|
| 64 | 72 | 81 |
| 56 | 49 | 23 |
| 27 | 35 | 30 |

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Question 12

A number rounded to the nearest 10 is 60. What could the number be?

Question 13

Find 4 different ways to regroup 31. Draw or write your answers.

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Compare the ways you regrouped 31 with a partner. What did you do the same? What did you do differently?

Question 14

Arun says: "21 is 2 tens and 1 one. $2 + 1 = 3$ so there will only be 3 ways to regroup 21 using tens and ones."

Is Arun correct? If he is correct, will Arun's method always tell you how many different ways there are to regroup a number?

Discuss with a partner.

Question 15

Find the missing number.

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$\frac{1}{2} \text{ of } 10 = \square$

Question 16

Find the missing number.

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$14 \div 2 = \square$

Question 17

Find the missing number.

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$\frac{1}{2} \text{ of } 8 = \square$

Question 18

Find the missing number.

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$\frac{1}{2} \text{ of } 4 = \square$

Question 19

Find the missing number.

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$20 \div 2 = \square$

Question 20

Find the missing number.

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$\frac{1}{2} \text{ of } 20 = \square$
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