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NO CALCULATORS!!!!!!!.  Integers are the whole numbers and their opposites (no decimal values!)  Example: -3 is an integer  Example: 4 is an integer.

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Presentation on theme: "NO CALCULATORS!!!!!!!.  Integers are the whole numbers and their opposites (no decimal values!)  Example: -3 is an integer  Example: 4 is an integer."— Presentation transcript:

1 NO CALCULATORS!!!!!!!

2  Integers are the whole numbers and their opposites (no decimal values!)  Example: -3 is an integer  Example: 4 is an integer  Example: 7.3 is not an integer

3  Adding integers comes down to two rules  Rule 1: If the signs (+ or -) are the same, simply add the numbers and keep that value  Example: -4 + -8 = -12 (because 4 + 8 is 12)  Rule 2: If the signs are different, simply subtract the number closest to zero from the number further away from zero and keep the sign of the number furthest from zero  Example: 3 + -7 = -4 (because 7 – 3 is 4)

4  Subtraction and addition are friends, so subtraction just changes itself to addition by changing the second number’s sign. Make sure you follow the addition rules after that.  Example: -4 – 6 means -4 + -6 = -10

5  They, too, are friends so they share the rules  Rule 1: When the signs are the same (either + + or - -) simply do the operation and the answer will be positive  Example: -25 ÷ -5 = 5 (since it is - -)  Rule 2: When the signs are different (either + - or - +) simply do the operation and the answer will be negative  Example: -4 8 = -32 (since it is - +)

6  -5 + 8-3 + 2-11 + -4  3 -1 -15  -11 – 415 – (-2)-1 – (-6)  -15 17 5  7 -4-8 -3-11 2  -28 24 -22  -36 ÷ 912 ÷ -4-28 ÷ -7  -4 -3 4


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