Question

Asked Sep 27, 2019

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Consider the following equation.

y=x^{2}-6

Use the *x*-values {-1,0,1 } to find solution points that should be plotted when graphing this equation. (Select all that apply.)

(-1,-2)

(-1,-5)

(0,-6)

(0,6)

(1,-5)

(0,-5)

Step 1

Consider the following equation **y = x ^{2} – 6.**

** **

For plotting the graph of the function put some values of **x **and find corresponding value of **y**. Then draw the graph of corresponding values of **x **and **y**.

The following table shows several values for** x** and the function **y **evaluated at those numbers:

Table 1

Step 2

Here according to the question find **x **values **{-1, 0 ,1} **to find the solution point.

So, corresponding points on the graph is of the form **(x, y)** which is **(-1, -5) , (0, -6)** and **(1, -5).**

Then draw the graph ...

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