UNDERSTANDING COORDINATE PLANES

The coordinate plane is constructed by starting with a horizontal line and a vertical line in a plane. These lines are called the coordinate axes.

The intersection point of the coordinate axes is called the origin; it receives a label of 0 on both axes.

The first coordinate indicates the horizontal distance from the origin, with positive numbers corresponding to points to the right of the origin and negative numbers corresponding to points to the left of the origin.

The second coordinate indicates the vertical distance from the origin, with positive numbers corresponding to points above the origin and negative numbers corresponding to points below the origin.

Question 1 :

For give the coordinates of the specified point using the figure below:

Solution :

The vertical line passing through the point A and the horizontal line passing through A will intersect the x and y - axis on 3 and 2 respectively. So the point A be (3, 2)

In the same way, by marking the point B we get B (1, 2) 

C (-1, 2), D (-3, 1), E (-3, -2), F (-2, -1), G(1, -2) and H (3, -1)

Question 2 :

Sketch a coordinate plane showing the following four points, their coordinates, and the rectangles determined : (1, 2), (−2, 2), (−3,−1), (2,−3).

Solution :

Question 3 :

Sketch the graph of the function f whose domain is the set of five numbers {−2,−1, 0, 1, 2} and whose values are defined by the following table:

Solution :

From the table, we may mark the points as (-2, 1) (-1, 3) (0, -1) (1, -2) and (2, 3).

Kindly mail your feedback to v4formath@gmail.com

We always appreciate your feedback.

©All rights reserved. onlinemath4all.com

Recent Articles

  1. SAT Math Resources (Videos, Concepts, Worksheets and More)

    Jan 10, 25 05:08 AM

    SAT Math Resources (Videos, Concepts, Worksheets and More)

    Read More

  2. Digital SAT Math Problems and Solutions (Part - 98)

    Jan 10, 25 05:02 AM

    digitalsatmath90.png
    Digital SAT Math Problems and Solutions (Part - 98)

    Read More

  3. PRECALCULUS : Domain and Range of Composite Functions

    Jan 09, 25 01:09 PM

    PRECALCULUS : Domain and Range of Composite Functions

    Read More