Prove: if a+c=b+c, then a=b. statement 1: a+c=b+c statement 2: a+c+(-c)=b+c+(-c)
Prove: if a+c=b+c, then a=b. statement 1: a+c=b+c statement 2: a+c+(-c)=b+c+(-c) statement 3: a+[c+(-c)]=b+[c(-c)] statement 4: a+0=b+0 statement 5: a=b. what is the reason for statement 2? a. property of opposites b. associative property of addition c. addition property of equality d. identify property of addition