I have an ACT practice problem that I’m having trouble on.Below, I will provide the answer options to this problem.A. 0B. 2C. 5D. the limit does not exist.

Question

asked Aug 9, 2023 135k views

1 Answer

Wil Moore III · Answer 1 · 2023-08-15T12:52:46+0000

The limit of a removable discontinuity is simply the value the function would take at that discontinuity if it were not a discontinuity.

We are told to solve the function below

$\lim _(x\to6^+)f(x)$

Hence, from the graph

$x\rightarrow6^+,\text{ the value of f(x) = 5}$

Therefore,

$\lim _(x\to6^+)f(x)=5$

The answer is Option C.