Question

The function, f(x), is plotted below.

Evaluate the following limits:
N
lim f(x)
-1
lim f(x) =
x -1
What is the value of the function at x = 1?
f(1) =

Answer 1

the answer is -2

Yw :D

Answer 2

Without a graph or function provided, we cannot determine the limits or function value at x = 1. A horizontal line function's limit at any point within the defined interval would equal its constant value, and similarly, the function value at x = 1 would be that constant value.

Step-by-step explanation:

The question pertains to evaluating limits for a given function f(x) and finding the value of the function at a specific point.

However, without a graph or specific function provided, we cannot accurately determine the limits or the function value at x = 1. If f(x) is described as a horizontal line for a given interval, the limit as x approaches any point within that interval would be the constant value of that horizontal line.

For example, if f(x) is a horizontal line at y = 20 for 0 ≤ x ≤ 20, then lim_{x→c} f(x) = 20 for any c within that interval, and f(1) = 20. To answer the probability questions related to a continuous function, we would need to integrate the function over the given interval.