B. The graph drops on the left side

Step-by-step explanation:

We are given,

The expression for the feature is

.You are watching: Which description means the same as this limit expression

So, we get that,

As

, the feature .That is, as the worths of "x" decrease, then the graph of the feature also decreases.

Therefore, the graph of the feature drops on the left side.So, alternative B is correct.

B. The graph rises on the left side.

Step-by-step explanation:

The limit offered on the picture is construed as; The limit of the attribute f(x) as x approaches negative infinity is infinity.

X is approaching negative infinity, this means that alengthy the x-axis we are moving towards the left where the worths of x become progressively negative.

On the other hand, f(x) is approaching positive infinity, definition that alengthy the y-axis we are moving upwards where the worths of y become significantly positive.

This generally means that as we relocate towards the left the graph of f(x) is moving upwards or basically the graph rises on the left side.

answered: Guest

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answered: Guest

What is the inequality?

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