Answer:
The expression that have the following quotient is:
Explanation:
1)

It could also be written as:

Hence, we get the quotient:

Option: (1) is correct.
2)

which is simplified as follows:

Option: (2) is correct.
3)

which is simplified as follows:

Hence, option: (3) is correct.
4)

On simplifying:

Hence, option: (4) is incorrect.
5)

on simplifying:

Hence, option: (4) is incorrect.