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Algebra 2 - Basic Properties of Real Numbers
Basic Properties of Real Numbers
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| A | B |
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| Reflexive Property | a=a |
| Transitive Property | a=b, b=c : a=c |
| Multiplication Property | a=b, ac=bc |
| Associative Property | (a+b)+c=a+(b+c) |
| Identity Property | mult - 1x=x add - x+0=x |
| Distributive Property | a(b+c)=ab+ac |
| Symmetric Property | a=b b=a |
| Addition Property | a=b a+c=b+c |
| Closure Property | and and b =All Real Numbers a+b=R ab=R... |
| Commutative Property | ab=ba |
| Inverse Property | mult - 2/3*3/2=1 add - 2/3-2/3=0 |
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