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Which of the following graphed functions doesnt represent a function

Which of the following graphed functions doesnt represent a function-example-1

2 Answers

1 vote

Answer:

The first graph.

Explanation:

To determine whether or not a line is a function or not, you can use something called the vertical line test. If it fails the vertical line test, then it is not a function.

User PJvG
by
7.5k points
5 votes

Answer:

The first graph doesn't represent a function.

Explanation:

When we need to deduct from a graph if it's a function or relation, we use the vertical line proof.

The vertical line proof consists in drawing a vertical line on the function.

  • If the line intersect two points of the graph, then, the graph belongs to a relation.
  • If the line intersect only one point of the graph, then, the graph belongs to a function.

Therefore, the first graph is not a function, because if we draw a vertical line, it will intersect two points of the graph.

User Justin Bertram
by
8.6k points

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