Question

Give an example of why division is not commutative

Answer 1

\[\frac{1}{2} \ne \frac{2}{1}\]

Answer 2

6/2 != 2/6

Answer 3

really? the last THREE examples didn't provide you with enough information to do this problem?

Answer 4

commutative just means "order doesn't matter" when doing something. Clearly order matters in division, because a divided by b does not equal b divided by a (except where a=b).

Answer 5

im 18 yrs old in 10th why whats up..

Answer 6

ur probably right. i have a yr old and a 2month old and i really dont have time to try and ge tit now

Answer 7

2+3 = 3+5
5 = 5 ......this is commutative because han sided and left sided equal
1/2 = 2/1 ?
o.5 = 2 ? this isnot comutative
stop fighting

Answer 8

thanx guy. honestly im trying to graduate so i can go to college to be someone for my boys:)