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INTEGERS Integers include: the counting numbers…

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INTEGERS Integers include :- the counting numbers…1, 2, 3, 4, 5 …

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INTEGERS Integers include :- the counting numbers…1, 2, 3, 4, 5 … - their negative partners…

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INTEGERS Integers include :- the counting numbers…1, 2, 3, 4, 5 … - their negative partners…-1, -2, -3, -4, -5 …

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INTEGERS Integers include :- the counting numbers…1, 2, 3, 4, 5 … - their negative partners…-1, -2, -3, -4, -5 … - AND zero0

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INTEGERS Integers include :- the counting numbers…1, 2, 3, 4, 5 … - their negative partners…-1, -2, -3, -4, -5 … - AND zero0 We can show them on a number line … …

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INTEGERS Integers include :- the counting numbers…1, 2, 3, 4, 5 … - their negative partners…-1, -2, -3, -4, -5 … - AND zero … … Each integer and its partner are the same distance from zero

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INTEGERS Integers include :- the counting numbers…1, 2, 3, 4, 5 … - their negative partners…-1, -2, -3, -4, -5 … - AND zero … … Each integer and its partner are the same distance from zero 2 2

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INTEGERS Integers include :- the counting numbers…1, 2, 3, 4, 5 … - their negative partners…-1, -2, -3, -4, -5 … - AND zero … … Each integer and its partner are the same distance from zero 55

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INTEGERS Integers include :- the counting numbers…1, 2, 3, 4, 5 … - their negative partners…-1, -2, -3, -4, -5 … - AND zero … … These numbers are ADDITIVE INVERSES 55

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INTEGERS Integers include :- the counting numbers…1, 2, 3, 4, 5 … - their negative partners…-1, -2, -3, -4, -5 … - AND zero … … These numbers are ADDITIVE INVERSES, when added together, they equal “zero” 55

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INTEGERS Integers include :- the counting numbers…1, 2, 3, 4, 5 … - their negative partners…-1, -2, -3, -4, -5 … - AND zero … … These numbers are ADDITIVE INVERSES, when added together, they equal “zero” ( - 5 ) = 0

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INTEGERS Integers include :- the counting numbers…1, 2, 3, 4, 5 … - their negative partners…-1, -2, -3, -4, -5 … - AND zero … … 2 2 These numbers are ADDITIVE INVERSES, when added together, they equal “zero” 2 + ( - 2 ) = 0

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Here are some examples of additive inverses… IntegerAdditive Inverse

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Here are some examples of additive inverses… IntegerAdditive Inverse -5

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Here are some examples of additive inverses… IntegerAdditive Inverse -55

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Here are some examples of additive inverses… IntegerAdditive Inverse

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Here are some examples of additive inverses… IntegerAdditive Inverse

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Here are some examples of additive inverses… IntegerAdditive Inverse

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Here are some examples of additive inverses… IntegerAdditive Inverse

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Here are some examples of additive inverses… IntegerAdditive Inverse

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Here are some examples of additive inverses… IntegerAdditive Inverse

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ADDITION / SUBTRACTION of Integers STEPS : 1. change any “double” signs

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ADDITION / SUBTRACTION of Integers STEPS : 1. change any “double” signs Double signs such as + - or + + need to be changed…

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ADDITION / SUBTRACTION of Integers STEPS : 1. change any “double” signs Double signs such as + - or + + need to be changed to single signs… + + changes to changes to changes to changes to -

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ADDITION / SUBTRACTION of Integers STEPS : 1. change any “double” signs 2a. The sum of two positive integers is positive 2b. The sum of two negative integers is negative 2c. The sum of a positive and negative integer is the difference between the two numbers, then your answer takes on the sign of the integer the farthest away from zero.

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ADDITION / SUBTRACTION of Integers STEPS : 1. change any “double” signs 2a. The sum of two positive integers is positive 2b. The sum of two negative integers is negative 2c. The sum of a positive and negative integer is the difference between the two numbers, then your answer takes on the sign of the integer the farthest away from zero. 1 st change double sign ++ means + Add the two integers

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ADDITION / SUBTRACTION of Integers STEPS : 1. change any “double” signs 2a. The sum of two positive integers is positive 2b. The sum of two negative integers is negative 2c. The sum of a positive and negative integer is the difference between the two numbers, then your answer takes on the sign of the integer the farthest away from zero. 1 st change double sign + - means - Add 3 and 4 and place a negative sign in front

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ADDITION / SUBTRACTION of Integers STEPS : 1. change any “double” signs 2a. The sum of two positive integers is positive 2b. The sum of two negative integers is negative 2c. The sum of a positive and negative integer is the difference between the two numbers, then your answer takes on the sign of the integer the farthest away from zero. 1 st change double sign + + means + Subtract; 4 – 3 =1…since +4 is farther from zero than - 3, the answer is +

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ADDITION / SUBTRACTION of Integers STEPS : 1. change any “double” signs 3a. A larger integer minus a smaller integer is positive - just subtract normally 3b. A smaller integer minus a larger integer is negative - find the difference, then the integer farther from zero gives + or - 3c. A negative integer minus a negative integer is negative - exactly like 2b in the addition set

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ADDITION / SUBTRACTION of Integers STEPS : 1. change any “double” signs 3a. A larger integer minus a smaller integer is positive - just subtract normally 3b. A smaller integer minus a larger integer is negative - find the difference, then the integer farther from zero gives + or - 3c. A negative integer minus a negative integer is negative - exactly like 2b in the addition set 1 st change double sign - + means - Subtract; 8 – 4

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ADDITION / SUBTRACTION of Integers STEPS : 1. change any “double” signs 3a. A larger integer minus a smaller integer is positive - just subtract normally 3b. A smaller integer minus a larger integer is negative - find the difference, then the integer farther from zero gives + or - 3c. A negative integer minus a negative integer is negative - exactly like 2b in the addition set 1 st change double sign - + means - The difference between 8 and 4 = 4. Since 8 is farther away from zero and negative, the answer is negative

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ADDITION / SUBTRACTION of Integers STEPS : 1. change any “double” signs 3a. A larger integer minus a smaller integer is positive - just subtract normally 3b. A smaller integer minus a larger integer is negative - find the difference, then the integer farther from zero gives + or - 3c. A negative integer minus a negative integer is negative - exactly like 2b in the addition set 1 st change double sign - + means - Add 8 and 4, place a negative sign in front

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