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PR-6102UK Investigating Number Patterns 3

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The 99 Times Table<br />

1 2 3 4 5 6 7 8<br />

AC C % ÷<br />

7 8 9 x<br />

4 5 6 –<br />

1 2 3 =<br />

0 . +<br />

2 You have discovered patterns in the table of 9.<br />

You can also see patterns in the table of 99.<br />

a What do you notice about the units, tens and hundreds?<br />

1 Complete the 99<br />

times table.<br />

b What happens when you add the digits in the answer?<br />

1 x 99 = 99<br />

2 x 99 =<br />

3 x 99 =<br />

4 x 99 =<br />

5 x 99 =<br />

6 x 99 =<br />

7 x 99 =<br />

8 x 99 =<br />

9 x 99 =<br />

10 x 99 =<br />

11 x 99 =<br />

12 x 99 =<br />

13 x 99 =<br />

14 x 99 =<br />

15 x 99 =<br />

16 x 99 =<br />

17 x 99 =<br />

18 x 99 =<br />

19 x 99 =<br />

20 x 99 =<br />

21 x 99 =<br />

198<br />

297<br />

3 Try to write a rule to determine whether a number<br />

is divisible by nine without leaving a remainder. Share<br />

and discuss your ideas with a friend.<br />

Viewing sample<br />

16 • <strong>Investigating</strong> <strong>Number</strong> patterns • © R.I.C. Publications ® • www.ricpublications.com.au •

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