Final Answer:
Match each expression on the left with the corresponding quotient on the right as follows:

Step-by-step explanation:
To match each expression on the left with its corresponding quotient, we need to perform the division indicated by the given expressions. Let's evaluate each one:
1.

This is a simple polynomial division where x - 6 divides
. The result is x + 2, so the first expression matches with x + 2.
2.

Here,
. The result is x - 3 , so the second expression matches with x - 3
3.

This involves dividing
. The quotient is x + 1, so the third expression matches with x+1.
Understanding polynomial division is crucial to finding the quotients. In each case, the divisor is a factor of the numerator, resulting in a simple polynomial expression. Matching the given expressions with their respective quotients involves recognizing the factors and performing the division accurately.
In summary, the matching expressions are:
