Understanding The Basics Of Coordinate Plane Area Calculations

Luas segitiga dengan titik titik koordinat D(6,3),E(6, 7) dan F(1,5
Luas segitiga dengan titik titik koordinat D(6,3),E(6, 7) dan F(1,5 from brainly.co.id

Understanding the Basics of Coordinate Plane Area Calculations

What is a Coordinate Plane?

A coordinate plane is a two-dimensional surface consisting of two perpendicular lines, called axes, that intersect at a right angle. The horizontal line is called the x-axis and the vertical line is called the y-axis. The points where the two lines intersect are called the origin.

How to Calculate the Area of a Coordinate Plane?

Calculating the area of a coordinate plane is relatively simple. First, identify the coordinates of the region you are interested in calculating the area of. Then, calculate the length of the x-axis and the length of the y-axis. Finally, multiply the two lengths together to get the area of the coordinate plane.

Example:

For example, if the region we want to calculate the area of is bounded by the x-axis from -3 to 5 and the y-axis from -6 to 2, the length of the x-axis is 8 (5 - (-3)) and the length of the y-axis is 8 (2 - (-6)). Therefore, the area of the region is 8x8 = 64.

Conclusion

Calculating the area of a coordinate plane is a straightforward process. All you have to do is identify the coordinates of the region, calculate the length of the x-axis and the length of the y-axis, and then multiply the two lengths together. With a little bit of practice, you should be able to master this skill in no time.

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