www.media4math.com
                                        
                        TI‐Nspire Mini‐Tutorials 
Exploring Graphs of Quadratic Functions in Vertex Form Using 
                          Sliders 
                     Summary of Keystrokes
Create a graph window and two sliders:


                            c62
                            b1A
                        (Repeat to create two sliders.)


            `¡¢¤
  (Move 1 slider: Use                          to hover over slider till you see           ÷       .

   Hold   a   { `¡¢¤
                 till you see              . Use                              to move the slider

               d                                       .)
Change the settings on the sliders:

(Use   `¡¢¤         to hover over slider.)              a/b1
(Change settings: v1 to h, v2 to k, and with a range from -10 to 10. Use the

  e        to move from one field to another. Press                           ·     to complete
                                changes.)
Input generic equation and manipulate sliders:

        e
       (Press           several times to get to the function entry area.)

       (X-H)q+K·                                                                              



                         ©2008 a.m. productions, llc. All rights reserved. 

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8 quadratic vertexformsliders

  • 1.      www.media4math.com   TI‐Nspire Mini‐Tutorials  Exploring Graphs of Quadratic Functions in Vertex Form Using  Sliders  Summary of Keystrokes Create a graph window and two sliders: c62 b1A (Repeat to create two sliders.) `¡¢¤ (Move 1 slider: Use to hover over slider till you see ÷ . Hold a { `¡¢¤ till you see . Use to move the slider d .) Change the settings on the sliders: (Use `¡¢¤ to hover over slider.) a/b1 (Change settings: v1 to h, v2 to k, and with a range from -10 to 10. Use the e to move from one field to another. Press · to complete changes.) Input generic equation and manipulate sliders: e (Press several times to get to the function entry area.) (X-H)q+K·   ©2008 a.m. productions, llc. All rights reserved.