Select the correct answer. What is the right-hand limit of this function at x=2?

To calculate the right-hand limit of a function at x = 2, we need the explicit function that you are analyzing. The limit is a mathematical concept that refers to the value that a function approaches as the input (x) approaches some value. The right-hand limit specifically looks at what value the function approaches as the input comes from values greater than the point of interest — in this case, x = 2.

However, as you have not provided the function, I cannot compute or select the correct answer for the right-hand limit at x = 2. To find the right-hand limit, you would typically plug in values that are slightly greater than 2 into your function and see what value the outputs are getting closer to. Symbolically, the right-hand limit is denoted as:

lim (x -> 2+) f(x)

This reads as "the limit of f(x) as x approaches 2 from the right." If you provide the function in question, I can guide you through the calculation of the right-hand limit.