does the graph represent a function that has an inverse?\nchoose the correct answer below.\nyes\nno

does the graph represent a function that has an inverse?\nchoose the correct answer below.\nyes\nno

does the graph represent a function that has an inverse?\nchoose the correct answer below.\nyes\nno

Answer

Explanation:

Step1: Recall the horizontal line test

A function has an inverse if and only if it is one - to - one. A function is one - to - one if and only if every horizontal line intersects the graph of the function at most once.

Step2: Apply the horizontal line test to the given graph

The given graph is a parabola opening downwards. A horizontal line (for example, a line (y = k) where (k) is less than the (y) - coordinate of the vertex) will intersect the graph at two points.

Answer:

No