Question

Which statement about the ordered pairs (–3, –3), (0, –3) and (3, –3) is not true?

A. The points lie on the graph of a horizontal line.
B. The points lie on the graph of the equation y = –3.
>>> C. The points do not represent a function.
D. The slope of the line between each pair of points is 0.

I think its C, but I'm not quite sure

Answer 1

C. The points do not represent a function.

Explanation:

In this case, this would have to make the most logical sense. A, B, and D say the exact same thing, so this would have to do.

* I know why you were confused, so I will clear it up for you. This is referring to linear equations like the Standard [Ax + By = C], Point-Slope [y - y₁ = m(x - x₁)], and Slope-Intercept [y = mx + b]. So, although we normally look for undefined slopes in this situation, this is one of the exceptions.

I am joyous to assist you anytime.