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  1. The 4 Graph Quadrants. There are four graph quadrants that make up the Cartesian plane. Each graph quadrant has a distinct combination of positive and negative values. Quadrant I: The first quadrant is in the upper right-hand corner of the plane. Both x and y have positive values in this quadrant. Quadrant II: The second quadrant is in the ...

  2. Coordinate plane word problems (quadrant 1) Olga is keeping track of her exercise on a coordinate grid. Each ordered pair represents the number of curl-ups and number of push-ups, respectively, that Olga did that day.

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  4. Quadrant (graph) more ... Any of the 4 areas made when we divide up a plane by an x and y axis, as shown. They are usually numbered I, II, III and IV. See: Quadrant (circle) Cartesian Coordinates.

    • How Graph Quadrants Relate to Inverse Functions
    • What Is An Inverse function?
    • Example
    • Solution
    • Discussion
    • Answer to Discussion Questions

    In the video lesson, we learned about the four quadrants of the graph. The first quadrant has positive x values and positive y values. The second quadrant has negative x values and positive y values. The third quadrant has negative x values and negative y values. The fourth quadrant has positive x values and negative y values. We learned in the les...

    Think of a function as a set of points (a,b). The inverse function can be thought of as the set of points (b,a). This means that if you have a point on the graph of your function, then to find a corresponding point on the graph of the inverse function you just flip-flop the coordinates. This is the same as reflecting the graph across the diagonal l...

    Graph the points (4,5), (-2,4), (-3, -1), (7,-5). State what quadrants the points are in.
    Graph the line y = x on your graph. Use a dotted line.
    Graph the points of the inverse function corresponding to your original points. This can be done by reflecting across the line, y = x, or by simply interchanging the order of the coordinates of the...

    (4,5) is in quadrant 1 (labeled orange), (-2,4) is in quadrant 2 (labeled red) , (-3, -1) is in quadrant 3 (labeled blue) and (7,-5) is in quadrant 4 (labeled green). (5,4) is in quadrant 1 (labeled orange), (4,-2) is in quadrant 4 (labeled red), (-1,-3) is in quadrant 3 (labeled blue) and (-5,7) is in quadrant 2 (labeled green).

    Why is it that points that were in quadrant 1 or 3 stayed in the same quadrant after reflecting? Why is it that points that were in quadrant 2 or 4 moved to quadrant 4 or 2 after reflecting?

    Since points in quadrant 1 are of the form (positive, positive) then, after reflecting, they are still in the form (positive, positive), this means they remain in quadrant 1. Since points in quadrant 3 are of the form (negative, negative) then, after reflecting, they are still in the form (negative, negative), this means they remain in quadrant 3. ...

  5. Jul 13, 2021 · Quadrants will pop up on graphs in algebra, geometry, and more, and we can help chart a course to success. A quadrant is the area contained by the x and y axes; thus, there are four quadrants in a graph. To explain, the two dimensional Cartesian plane is divided by the x and y axes into four quadrants. Starting in the top right corner is ...

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