"What is Limit as x approaches 2h(x), if it exists?"

When you're talking about a limit as x approaches some value c, you're really considering values of x ≠ c but very close to c. In this case, the blue-ish curve captures what happens around x = 2. To the left, the curve is falling toward 0, and to the right, the curve is falling further down from 0. The fact that f (2) = 3 (according to the green dot) has no effect on the value of the limit.

swapnalimalwadeVT swapnalimalwadeVT · Answer 2 · 2022-05-25T19:47:09+02:00

The limit as x tends to 2 is 0. This is determined by the behavior of the blue-ish curve around x = 2.

We have given that, the graph

We have to determine the Limit as x approaches 2h(x), if it exists

What is the limit approaches to c?

When you're talking about a limit as x approaches some value c, you're really considering values of x ≠ c but very close to c.

In this case, the blue-ish curve captures what happens around x = 2.

To the left, the curve is falling toward 0, and to the right, the curve is falling further down from 0.

The fact that f (2) = 3 (according to the green dot) has no effect on the value of the limit.

To learn more about the limit visit:

https://brainly.com/question/1521191

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