Which point is located on the x-axis?
Understand the Problem
The question is asking which of the given points is located on the x-axis. A point is on the x-axis if its y-coordinate is zero.
Answer
The point located on the x-axis is $(1, 0)$.
Answer for screen readers
The point located on the x-axis is $(1, 0)$.
Steps to Solve
- Identify the y-coordinates of the points
To determine which point is on the x-axis, we need to examine the y-coordinates of each given point. A point is on the x-axis if its y-coordinate is equal to zero.
- Evaluate each point
- For the point $(-5, 1)$, the y-coordinate is $1$, so it is not on the x-axis.
- For the point $(0, -5)$, the y-coordinate is $-5$, so it is not on the x-axis.
- For the point $(1, 0)$, the y-coordinate is $0$, thus this point is on the x-axis.
- For the point $(2, 2)$, the y-coordinate is $2$, so it is not on the x-axis.
- Conclusion on the point's location
Based on the evaluation, the point that lies on the x-axis is $(1, 0)$.
The point located on the x-axis is $(1, 0)$.
More Information
The x-axis is the horizontal line in a Cartesian plane where all points have a y-coordinate of zero. This plays a crucial role in graphing and understanding coordinates in geometry.
Tips
- Confusing points on the x-axis with those on the y-axis. Remember that only points with a y-coordinate of zero are on the x-axis.
- Overlooking the importance of checking each point thoroughly; ensure to evaluate all options before making a conclusion.
Thank you for voting!
