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Math Prop 3&4
Question | Answer |
---|---|
transitive property of inequality | for every real number a,b,and c, if a |
transitive property of equality | for every real number a,b,and c, if a=b and b=c,then a=c. |
symmetric property of equality | for every real number a and b, if a=b and b=a. |
reflexive property of equality | for every real number a,a=a. |
multiplication property of inequality | if c>0,if a>b,then ac>bc if c<0,if a>b,then ac>bc |
addition property of inequality | if a>b,then a+c>b+c |
subtraction property of inequality | if a>b, then a-c>b-c |
division property of inequality | if c>0,when a>b,then a/c>b/c if c<0,when a>b,then a/c |