Question

Verify that division is not commutative/or integers.​

Answer 1

hey mate your answer

division is associative

8÷4=4÷8

2=1/2

2≠1/2--------(1)

In commutative property the answer should be same

but in division the answer we gotten by the division in (1) is not same

hence division is associative not commutative

hope that it will help you

Answer 2

division is not commutative for integers.

commutative law for addition

$a + b = b + a$

commutative law for multiplication

$a \times b = b \times a$

but commutative law is not supportable for division,as

$a \div b not \: equal \: to \: b \div a$

the values will not change in multiplication and addition properties .

but values will change in division properties .

$for \: example \: \\ 4 \div 2 = 2 \\ but \: 2 \div 4 \: = 0.5$

so,commutative property will not satisfied for division.

$friend \: please \: mark \: my \: answer \: as \: brainliest$