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Math-Properties

1.3 examples and their properties. Additive Identity, Additive Inverse, etc.

TermDefinition
a+0=0 0+a=0 Addictive Identity
a+(-a)=0 Addictive Inverse
a×1=a 1×a=a Multiplicative Identity
a×0=0 0×a=0 Multiplicative Property of 0
a/b×b/a=1 b/a×a/b=1 Multiplicative Inverse
if a=11 then 4n=4×11 Substitution
a=a 5=5 or 4+7=4+7 Reflexive
a=b and b=a 8=2+6 is the same as 2+6=8 Symmetric
6+9=3+12 because, 6+9=15 and 3+12=15 Transitive
a+b=b+a a×b=b×a Commutative
(a+b)+c=a+(b+c)\ (ab)c=a(bc) Associative
a(b+c)= a×b + a×c Distributive
Created by: SstudySskunk
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