The graph of a function y=f(x) can have more then one of which type of intercept

The vertical line test states: When drawing a vertical line anywhere on the graph and the line intersects two points, the graph is no longer a function.

If we have more than one y intercept, it is no longer a function.

However, we can have more than one x-intercept as it will pass the vertical line test.

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codiepienagoya codiepienagoya · Answer 2 · 2021-09-26T21:32:08+02:00

The vertical line tests showed that its chart is no longer operational once drawing a vertical line anywhere it is seen in the chart as well as the line crosses 2 points.

It is no longer a function when we've got more than a y-intercept.
We can get more than one x-intercept, however, since the vertical line test is passed.
The intercept is where the line at this point y = 0 crosses the x-axis. This y-intercept is the crossing point of the y-axis line.

Therefore, the final answer is "x-intercept".

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