The document outlines divisibility rules for numbers 1-10. It provides examples for each number. The rules are: 1) all numbers are divisible by 1; 2) the last digit must be even to be divisible by 2; 3) the sum of the digits must be divisible by 3; 4) the last two digits must be a multiple of 4; 5) the last digit must end in 0 or 5; 6) the number must be divisible by both 2 and 3; 7) the number divided by 7 must have no remainder; 8) the number divided by 8 must have no remainder; 9) the sum of the digits must be divisible by 9; and 10) the number must end in 0.

1. DIVISIBILITY RULES
BY FIONA MARGE

2. DEFINITIONS
• Divisibility Rules: The method you follow to
determine if a number is divisible by another.
• Divisible: When you divide a number with another
and get no remainder.

3. 1
• All numbers are divisible by 1.

4. 2
• The last digit of the number needs to be even.
Example:
48: Last digit is even so it is divisible by 2.

5. 3
• The sum of all digits should be a multiple of 3.
Example:
243: 2+4+3=9 (3x3=9) so it is divisible by 3.

6. 4
• The last two digits of the number need to be a
multiple of 4.
Example:
224: (4x6=24) so it is divisible by 4.

7. 5
• The last digit needs to end with either a 5 or 0.
Example:
225: Ends with 5, so it is divisible by 5.

8. 6
• The number needs to be divisible by 2 and 3.
Example:
222: Divisible by 2
2+2+2=6 Divisible by 3
So it is divisible by 6.

9. 7
• You need to divide the number by 7.
Example:
28 divided by 7=4 r0
It is divisible by 7.

10. 8
• You need to divide the number by 8.
Example:
24 divided by 8=3
It is divisible by 8.

11. 9
• The sum of all the digits must be a multiple of 9.
Example:
3213: 3+2+1+3=9
It is divisible by 9.

12. 10
• The number must end with a 0.
Example:
280: It is divisible by 10.

13. THE END!
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