How to Draw a Point from Cartesian Coordinates
Drawing a point from Cartesian coordinates is easy. Cartesian coordinates have 2 numbers.
- The number on the left (2) is called the x-coordinate. It tells you how far across the point is (in the horizontal direction) by measuring how far along the x-axis it is.
- The number on the right (4) is called the y-coordinate. It tells you how far up the point is (in the vertical direction) by measuring how far up the y-axis it is.
Question
Draw the point with Cartesian coordinates (2, 4) on a graph.Step-by-Step:
1
Start with a graph.
Don't forget: A graph has a pair of axes: the horizontal axis is called the x-axis and the vertical axis is called the y-axis. They meet at the origin.
Don't forget: A graph has a pair of axes: the horizontal axis is called the x-axis and the vertical axis is called the y-axis. They meet at the origin.
2
Find the first number in the Cartesian coordinates (called the x-coordinate). In our example, the x-coordinate is 2.
(2, 4)
3
Starting from the origin, count along the x-axis until you find the x-coordinate found in Step 2 (2).
4
Find the second number in the Cartesian coordinates (called the y-coordinate). In our example, the y-coordinate is 4.
(2, 4)
5
Count up the y-axis until you find the y-coordinate found in Step 4 (4).
6
Draw the point here.
Answer:
Beware
Positive and Negative Coordinates
The pair of numbers in Cartesian coordinates the can be positive and negative.- The x-axis is labelled with positive numbers to the right of the y-axis and negative numbers to the left.
- The y-axis is labelled with positive numbers above the y-axis and negative numbers below.
- positive, it describes a point to the right of the y-axis.
- negative, it describes a point to the left of the y-axis.
- positive, it describes a point above the x-axis.
- negative, it describes a point below the x-axis.
Look at the sign of each coordinate to decide which quadrant it belongs in.
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graphs and coordinate geometryunderstanding the y-coordinatereading off a point from Cartesian coordinatesunderstanding polar coordinates
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