Question 1179792
To evaluate the limit:

lim (x→4) (24/x - 2x + 2)³

We need to break down the expression and apply the appropriate limit properties:

1.  **Quotient:** We have a term 24/x, which requires the quotient rule for limits.
2.  **Difference:** We have terms (24/x) - 2x, which requires the difference rule for limits.
3.  **Sum:** We have terms (24/x - 2x) + 2, which requires the sum rule for limits.
4.  **Power:** The entire expression is raised to the power of 3, which requires the power rule for limits.

Therefore, the combination of limit properties required is:

* Sum
* Difference
* Quotient
* Power

The correct answer is **c. sum, difference, quotient, power**.