| # | Term | Definition | From Set |
|---|---|---|---|
| 1 | axiom of closure | If (ab) is real, then a+b is real. ( if 3+4=7 s real, 3(4)=12 is real) | Property List for Algebra Honors 8 |
| 2 | axiom of closure | If (ab) is real, then a+b is real. ( if 3+4=7 s real, 3(4)=12 is real) | Properties |
| 3 | axiom of closure | a+b is a unique real number; ab is a unique real number | math axioms |
| 4 | axiom of closure | If (ab) is real, then a+b is real. ( if 3+4=7 s real, 3(4)=12 is real) | Properties |
| 5 | axiom of closure | for all real numbers a and b, a+b is real | Axioms |
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