Question

M(x)=(8) / (x²-9) Plot at least two points to the left and rig

Answer 1

To plot points for the function m(x) = 8 / (x² - 9), substitute different x-values and calculate the corresponding y-values. Two possible points on the graph are (-2, -1.6) and (1, -1).

Step-by-step explanation:

To plot points for the function m(x) = 8 / (x² - 9), we can substitute different values of x into the equation to find the corresponding y-values.

Let's choose two x-values:

• When x = -2, substituting into the equation gives m(-2) = 8 / ((-2)² - 9) = 8 / (4 - 9) = 8 / (-5) = -1.6.
• When x = 1, substituting into the equation gives m(1) = 8 / (1² - 9) = 8 / (1 - 9) = 8 / (-8) = -1.

Therefore, the coordinates for two points on the graph of m(x) = 8 / (x² - 9) are (-2, -1.6) and (1, -1).