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Coordinate Graphing Worksheets

Click on the Coordinate Graphing worksheet set you wish to view below.

  1. Addition Number Grid
  2. Basic Coordinate Graphing
  3. Coordinate Graphing
  4. Determining Coordinate Location
  5. Draw the Position in Coordinates
  6. Draw x, y Coordinate Position
  7. Graphing Functions
  8. Graphing Inequalities
  9. Graphing Linear Systems
  10. Graphing Parabolas
  11. Graphically Represent the Inverse of a Function
  12. Graphing Linear Inequalities
  13. Graphing System of Inequalities
  14. Graphs & Equations of Lines
  15. Graphs of Circles
  16. Graphs of Parabolas
  17. Identifying Location on a Grid
  18. Identifying Where Things are on a grid-X, Y Position
  19. Locate Ordered Pairs
  20. Naming Quadrants
  21. Ordered Pairs
  22. Plot the Ordered Pairs
  23. Plotting Points
  24. Reading and Making Line Plots
  25. Relative Positioning
  26. Scatter Plots and Line of Best Fit
  27. Writing Coordinates

What is Coordinate Graphing?

Coordinate graphing is a way to present information as a picture. By drawing a grid and assigning values to each spot on the grid, the relationships can be shown as points and lines.

The grid, or graph is made up of two axis, an X axis that runs across the bottom and a Y axis that runs up and down. Each axis is numbered, usually starting at zero. This is what a coordinate graph (with one labeled point) looks like:

What are coordinate graphs used for?

These graphs are used as a visual aid, usually to show a relationship between whatever X is and whatever Y is. When we deal with numbers alone, sometimes we miss patterns. By putting the information on a coordinate graph, the picture is clearer. Graphs like these appear as descriptions or trends over time, like how an investment has increased or decreased, or the growth of plants with different fertilizers.

Any time two things can be related (so that a change in one means a change in the other) a coordinate graph can draw a helpful picture of what's happening.

A basic problem in coordinate graphing.

A gardener wants to know how much plant food to use on her tomatoes. She tries different amounts and measures how many pounds of tomatoes she gets with each amount of fertilizer. After gathering all these numbers, she puts the information on a coordinate graph to see if there is a pattern.

Her graph looks like this:

She puts a point on the graph for each time she changes the amount of fertilizer (X) and how many pounds of tomatoes she gets (Y). Finally, in the second coordinate graph, she draws lines connecting the points. This final picture makes it obvious that she gets more tomatoes when she uses more fertilizer, but only up to a point - where the line is highest. Adding more fertilizer after that actually lowers the amount of tomatoes.

Who first used this form of math?

RenÉ Descartes (pronounced day-kart) is credited with developing the Cartesian coordinate system, another name for coordinate graphing. Descartes was an amazing genius who lived in the 17th century. Besides being a mathematician, he was also a philosopher, a scientist and a writer. You may already know one of his quotes: “I think, therefore I am.”

An interesting fact about coordinate graphing:

The GPS (Global Positioning System) that we find in cars is based on coordinate graphing. If an imaginary grid is drawn around the entire earth, each point (or location) on the earth can then be expressed as an X and Y coordinate. With GPS, these are called latitude and longitude, but the idea is exactly the same.

By knowing where you are on this global grid, the distance and direction to anywhere else can be calculated. This is how GPS figures out what to tell you.

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