3. LARGEST THREE DIGIT NUMBER : 999 SMALLEST THREE DIGIT NUMBER : 100

6. 1 10 100 Which cards will I have in my pocket for the following: 9 23 34 123 234 100 10 1111 111 1111 111 111111111

7. Make the BIGGEST number 007 2 HTU

8. 743 1 HTU

9. Make the SMALLEST number 678 5 HTU

10. Skip Counting 2-25 Skip Counting next © Math As A Second Language All Rights Reserved

11. next Directions for the Teacher Review skip counting and/or multiples with your students. Skip counting --- when a number is added to itself over and over again. Skip counting is an equivalent way of listing the multiples of a number.

12. © Math As A Second Language All Rights Reserved next Directions Click on the numbers (2-25) to skip count by that number to 100. Once all the multiples appear, click on another number (2-25) to skip count again.

13. Click on the number 2 - 25 to skip count. 1 2627282930 31323334353637383940 41424344454647484950 5152535455657585960 61626364656667686970 71727374757677787980 81828384858687888990 919293949596979899100 2345678910 11121314151617181920 2122232425 © Math As A Second Language All Rights Reserved

14. Skip counting by 2. © 2011 Richard A. Medeiros 12345678910 11121314151617181920 21222324252627282930 31323334353637383940 41424344454647484950 51525354555657585960 61626364656667686970 71727374757677787980 81828384858687888990 919293949596979899100 246810 1214161820 2224262830 3234363840 4244464850 5254565860 6264666870 7274767880 8284868890 92949698100 © Math As A Second Language All Rights Reserved 13579 111315 212325 13579 1113151719 212325

15. Skip counting by 3. © 2011 Richard A. Medeiros 12345678910 11121314151617181920 21222324252627282930 31323334353637383940 41424344454647484950 51525354555657585960 61626364656667686970 71727374757677787980 81828384858687888990 919293949596979899100 3 54 9 121518 21242730 333639 424548 51 6 5760 636669 727578 81848790 939699 © Math As A Second Language All Rights Reserved 12457810 11131416171920 222325 36

16. Skip counting by 4. © 2011 Richard A. Medeiros 12345678910 11121314151617181920 21222324252627282930 31323334353637383940 41424344454647484950 51525354555657585960 61626364656667686970 71727374757677787980 81828384858687888990 919293949596979899100 48 121620 2428 323640 4448 525660 6468 727680 8488 9296100 © Math As A Second Language All Rights Reserved 123567910 11131415171819 21222325

17. Skip counting by 5. © 2011 Richard A. Medeiros 12345678910 11121314151617181920 21222324252627282930 31323334353637383940 41424344454647484950 51525354555657585960 61626364656667686970 71727374757677787980 81828384858687888990 919293949596979899100 510 1520 2530 3540 4550 5560 6570 7580 8590 95100 © Math As A Second Language All Rights Reserved 12346789 1112131416171819 21222324

18. Skip counting by 6. © 2011 Richard A. Medeiros 12345678910 11121314151617181920 21222324252627282930 31323334353637383940 41424344454647484950 51525354555657585960 61626364656667686970 71727374757677787980 81828384858687888990 919293949596979899100 6 1218 2430 36 4248 5460 66 7278 8490 96 © Math As A Second Language All Rights Reserved 1234578910 1113141516171920 21222325

19. Skip counting by 7. © 2011 Richard A. Medeiros 12345678910 11121314151617181920 21222324252627282930 31323334353637383940 41424344454647484950 51525354555657585960 61626364656667686970 71727374757677787980 81828384858687888990 919293949596979899100 7 14 2128 35 4249 56 6370 77 84 9198 © Math As A Second Language All Rights Reserved 1234568910 111213151617181920 22232425

20. Skip counting by 8. © 2011 Richard A. Medeiros 12345678910 11121314151617181920 21222324252627282930 31323334353637383940 41424344454647484950 51525354555657585960 61626364656667686970 71727374757677787980 81828384858687888990 919293949596979899100 8 16 24 3240 48 56 64 7280 88 96 © Math As A Second Language All Rights Reserved 1234567910 111213141517181920 21222325

21. Skip counting by 9. © 2011 Richard A. Medeiros 12345678910 11121314151617181920 21222324252627282930 31323334353637383940 41424344454647484950 51525354555657585960 61626364656667686970 71727374757677787980 81828384858687888990 919293949596979899100 9 27 36 18 45 54 63 72 8190 99 © Math As A Second Language All Rights Reserved 1234567810 111213141516171920 2122232425

22. Skip counting by 10. © 2011 Richard A. Medeiros 12345678910 11121314151617181920 21222324252627282930 31323334353637383940 41424344454647484950 51525354555657585960 61626364656667686970 71727374757677787980 81828384858687888990 919293949596979899100 10 20 30 40 50 60 70 80 90 100 © Math As A Second Language All Rights Reserved 123456789 111213141516171819 2122232425

23. This is the story of Mr Odd and Mrs Even.

24. Far, far away there is a land called Odd. This is where Mr Odd lives. Mr Odd loves things only in odd numbers. To help him remember what odd numbers are. He has made a little poem. 1 3 5 7 9 I love odd numbers all the time

25. In Mr Odd’s world there lived: 1 dog, 3 turtles, 5 hammers, 7 snails and 9 Vikings.

26. Next to the land of Odd there’s a land call the Even Land. Mrs Even lives here, and she likes everything to be in even numbers. To help her to remember what even numbers are she has made up a special rhyme. 0 2 4 6 8 even numbers they are great.

27. In Mrs Even’s land there lived: 2 rabbits, 4 little boys, 6 bats, 8 cats and 10 flowers.

28. One day there was a terrible earthquake and the two lands were mixed up. Can you help Mr Odd and Mrs Even find their things? MRS EVEN Mr Odd

29. One-day the bats went out to find girlfriend’s. This meant there were of 12 of them. Who are they going to live with? Mrs Even, or Mr Odd? ? ? EvenOdd

30. 10 of the Vikings friends came for a sleep over. Now there were 19 Vikings. Where would would they all stay? ? ? Even Odd

31. The Cats had 16 children. This meant they were now 24 cats. Where would they all stay? Even Odd

32. And they all lived happily ever after