In this TI Nspire tutorial, the Graph window is used to graph two functions and finding the point of intersection. This video supports the TI-Nspire Clickpad and Touchpad.

This Mini-Tutorial Video includes a WORKSHEET: https://www.media4math.com/library/worksheet-ti-nspire-mini-tutorial-finding-intersection-point-two-graphs

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In this TI Nspire tutorial, the coordinate Trace feature is described and used. This video supports the TI-Nspire Clickpad and Touchpad.

This video includes a Worksheet: https://www.media4math.com/library/worksheet-ti-nspire-mini-tutorial-using-coordinate-trace-feature

A Video Transcript is available for this tutorial at this Link

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Coordinate Systems: Example 1. Graphing coordinates in Quadrant I of a Cartesian Coordinate System.

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Coordinate Systems: Example 2. Graphing coordinates in Quadrant II of a Cartesian Coordinate System.

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Coordinate Systems: Example 3. Graphing coordinates in Quadrant III of a Cartesian Coordinate System.

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Coordinate Systems: Example 4. Graphing coordinates in Quadrant IV of a Cartesian Coordinate System.

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Coordinate Systems: Example 5. Graphing coordinates in Quadrants I and II of a Cartesian Coordinate System.

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Coordinate Systems: Example 6. Graphing coordinates in Quadrants I and III of a Cartesian Coordinate System.

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Coordinate Systems: Example 7. Graphing coordinates in Quadrants I and IV of a Cartesian Coordinate System.

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Coordinate Systems: Example 8. Graphing coordinates in Quadrants II and III of a Cartesian Coordinate System.

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Coordinate Systems: Example 9. Graphing coordinates in Quadrants II and IV of a Cartesian Coordinate System.

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Coordinate Systems: Example 10. Graphing coordinates in Quadrants III and III of a Cartesian Coordinate System.

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Coordinate Systems: Example 11. Graphing coordinates on the x-axis of a Cartesian Coordinate System.

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Coordinate Systems: Example 12. Graphing coordinates on the y-axis of a Cartesian Coordinate System.

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Coordinate Systems: Example 13. Graphing coordinates on the x-and y-axes of a Cartesian Coordinate System.

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Coordinate Systems: Example 14. Graphing coordinates on the Polar Coordinate System for angles less than 90°.

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Coordinate Systems: Example 15. Graphing coordinates on the Polar Coordinate System for angles greater than 90 degrees and less than 180 degrees.

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Coordinate Systems: Example 16. Graphing coordinates on the Polar Coordinate System for angles greater than 180 degrees and less than 270 degrees.

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Coordinate Systems: Example 17. Graphing coordinates on the Polar Coordinate System for angles greater than 270 degrees and less than 360 degrees.

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Coordinate Systems: Example 18. Graphing coordinates on the Polar Coordinate System for negative angles in the range between 270 degrees and less than 360 degrees.

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Coordinate Systems: Example 19. Graphing coordinates on the Polar Coordinate System for negative angles in the range between 180 degrees and less than 270 degrees.

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Coordinate Systems: Example 20. Graphing coordinates on the Polar Coordinate System for negative angles in the range between 90 degrees and less than 180 degrees.

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Coordinate Systems: Example 21. Graphing coordinates on the Polar Coordinate System for negative angles in the range between 0 degrees and less than 90 degrees.

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Coordinate Systems: Example 22. Graphing coordinates in Quadrant I of a Complex Coordinate System.

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Coordinate Systems: Example 23. Graphing coordinates in Quadrant II of a Complex Coordinate System.

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