Understanding Ordered Pairs on a Coordinate Plane | Exploring the Notation (0, 7/3) and its Location

(0,7/3)

The notation (0, 7/3) represents an ordered pair on a coordinate plane

The notation (0, 7/3) represents an ordered pair on a coordinate plane. In coordinate geometry, the first value represents the x-coordinate and the second value represents the y-coordinate.

In this case, the x-coordinate is 0, and the y-coordinate is 7/3. The x-coordinate determines the horizontal position of the point, while the y-coordinate determines the vertical position.

So, (0, 7/3) represents a point that is located at x = 0 (on the y-axis) and y = 7/3 (approximately 2.33 units above the origin).

To visualize this point on a graph, you can draw a set of perpendicular axes (x and y) on a piece of graph paper. Then, locate the point (0, 7/3) by counting 0 units to the right (since x = 0) and approximately 2.33 units above the origin (since y = 7/3).

More Answers:
Understanding the Use of Variables in Mathematics | Solving x=3 – A Simple Example of a Linear Equation
Understanding the Linear Function y = -1 | A Constant and Graphical Representation
Understanding Cartesian Coordinates | The Point (3,0) explained

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