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Additive Identity
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Additive Identity- you have to add 0 to the # and it stays its self. Example: 7+0=0
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Mutiplicative Identity
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Mutiplicative Identity-the # 1 multiplied by a value so that the value remains its self. Example: 7x1=7
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Commutative Property Of Addition
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Commutative Property Of Addition-when a group of #s are being added together they may be moved around into any order possible and still give you the same ansewer Example:(7+2)+3=7+(2+3)
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Commutative Property Of Mutiplacation
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Commutative Property Of Mutiplacation-when a group of #s are being mutiplied together they may be moved around into any order possible and still give the same ansewer Example:5x2x6=6x2x5
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Associative Property
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Associative Property-All about parenthesis,only the parenthesis move,when the parenthesis move only,all of the symbols would have to be + symbol Example:(2+5)+8=2+(5+8)
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Distribuative Property
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Distribuative Property-mutiplying the # on the out side times both of the #s on the inside then adding them together is the same as ...ing the the #s in the parethesis first then mutiplying
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Additive Inverse
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Additive Inverse-means to add a # and it reverse together to get 0 Example:9 +-9=0
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Mutiplicative Inverse
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Multiplicative Inverse:means to multiply a # and its reverse to get 1 Example:9x-9=1
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