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The question asks: "Which point lies on the *y*-axis on a coordinate grid?"

On a coordinate grid, points that lie on the *y*-axis have an *x*-coordinate of 0 because the *y*-axis is the vertical line where *x* = 0. Therefore, the point that lies on the *y*-axis is the one where the first number in the coordinate pair (the *x*-coordinate) is 0.

Looking at the options:

- (0, 2) → *x* = 0, so this point is on the *y*-axis.
- (2, 0) → *x* = 2, so this point is not on the *y*-axis.
- (1, 2) → *x* = 1, so this point is not on the *y*-axis.
- (2, 1) → *x* = 2, so this point is not on the *y*-axis.

Thus, the correct answer is **(0, 2)**.

Would you like more details on coordinate grids, or have any other questions?

Here are five related questions:
1. What is the equation of the *y*-axis in a coordinate plane?
2. How do you identify points on the *x*-axis?
3. How do you determine which quadrant a point is in on a coordinate grid?
4. What is the meaning of the origin in a coordinate plane?
5. How do positive and negative coordinates affect the location of points on a grid?

**Tip:** When reading coordinates, always start with the *x*-coordinate, which tells you how far to move left or right, and then the *y*-coordinate, which tells you how far to move up or down.

Which point lies on the y-axis on a coordinate grid?

Find out which point lies on the y-axis on a coordinate grid by identifying points with an x-coordinate of 0. This is a key concept in coordinate geometry for Grades 5-6.

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