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Describe the y-intercept and end behavior of the following graph:

The graph starts on the bottom left and curves up to the right, crosses the y axis at negative 8, then crosses the x axis at 2 and continues increasing to the top right.

(0, −8); The graph decays to the right.
(2, 0); The graph decays to the right.
(0, −8); The graph approaches y = −9 to the left.
(2, 0); The graph approaches y = −9 to the left.

Respuesta :

Answer:

C. The graph approaches y = −9 to the left.

I just got it correct!

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rohiraakshay4

The required behavior of the graph at the given conditions is the graph approaches y = -9 to the left at (0, -8)

Hence the correct option is (C)

What is increasing graph?

On the values of x on real number line if any function f(x) is increasing for increasing x we called the function is increasing function.

How to find increasing graph?

Here we have given information about graph is

The starting point id bottom left and curves up to right

The graph crosses y-axis at -8 that is (0, -8)

The graph crosses x axis at x= 2 that is (2, 0)

The graph going positively continuous after x= 2

On the observing the given behavior we can clearly see that

(0, -8) is the point from where the graph approaches y = -9 to the left

therefore the correct option is (C)

All the other option are incorrect

This is the conclusion to the answer.

Learn more about increasing graph here-

https://brainly.com/question/14323743

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