A line has 0 endpoints and extends forever in 2 directions and a point has 1 endpoint and extends forever in 0 directions.
I’m pretty sure the answer is C.
Reading from the graph, we find the vertex (lowest part of the graph) is at (-0.5, -6.5)
The axis of symmetry is a vertical line (in this case) passing through the vertex, namely x=-0.5
We will use W, L, and T for the number of wins, losses, and ties, respectively.
Using the provided information, we can create the following equation for the points.
2W + 0L + 1T = 30
We also know that there are 10 losses, we we can say the following:
W + T + 10 = 28
Now we have two equations that have the variables W and T. We can solve this system using substitution.
2W + T = 30
W + T = 18
So the answer is A.
When two lines intersect to form a 90 degree angle, these lines are called perpendicular lines.
