Question

Which statment is true for this relation?

{(-3,2),(2,0),(3,-2),(-3,0)}

A. The relation is not a function because (-3,0) and (-3,2) graph as a vertical line

B. The relation is not a function because (-3,0) and (-3,2) horizontal line.

C. The relation is a function because (2.0) and (-3,0) intercept the y-axist at 0

D. The relation is a function because for each member of the domain only one member of the range is assigned.

Answer 1

a

Explanation:

Answer 2

I would choose A given the options, but it doesn't graph as a vertical line. It fails the vertical line test. The points graph as 4 points.

Explanation:

If you look at the points we are given {(-3,2),(2,0),(3,-2),(-3,0)}

we see that one input goes to two different outputs. This means that this cannot be a function. It will fail the vertical line test because a vertical line will hit two different points at x = -3.

I would choose A given the options, but it doesn't graph as a vertical line. It fails the vertical line test. The points graph as 4 points.