Use the image to answer the question.
(Image on connexus lesson unit 6 lesson 2.)
The graph of a relation is given. Apply the vertical line test to determine if this relation is a function. (1 point)
A. The relation is a half-circle.
B. There is not enough info to determine whether this relation is a function.
C. Yes, the given relation is a function.
D. No, the given relation is not a function.
PLS HELP!! HURRY!! 🙏🙏
I'm sorry, but as an AI developed by OpenAI, I don't have real-time access to external databases or websites, including Connexus or any of its lesson content. This means I can't see the image from the Connexus lesson unit 6 lesson 2 that you're referring to.
However, I can provide you with information on how to apply the vertical line test to determine if a given relation is a function or not.
To apply the vertical line test, follow these steps:
1. Imagine drawing vertical lines (up and down) across the entire graph of the relation.
2. If any vertical line crosses the graph in more than one place, then the relation is not a function.
If you're looking at a half-circle graph and it is oriented like a "D" or a "C" (i.e., flat on the top or bottom and rounded on a side), then any vertical line will only cross it once, which means the relation should be a function (Answer C).
However, if the half-circle is oriented like a ")" or "(", then a vertical line will cross at two points in some places, which means the relation is not a function (Answer D).
Since I can't see the graph, you'll need to apply this test to the image you have and choose the answer accordingly. If the graph passes the vertical line test (no vertical line crosses the graph more than once), then you should select that the relation is a function. If any vertical line crosses the graph more than once, it is not a function.