Piecewise Functions on the TI-Nspire

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  • Опубліковано 6 вер 2024
  • In this video we go over how to define, evaluate, and graph piecewise functions on the TI-Nspire. This should work on both the CAS and the non-CAS for sure.

КОМЕНТАРІ • 13

  • @EmpyreanLightASMR
    @EmpyreanLightASMR 2 роки тому +4

    Keep running into you. This is amazing. Thank you for including how to graph the stored function. I didn't think it worked, but I wasn't zoomed out enough!

  • @EmpyreanLightASMR
    @EmpyreanLightASMR 2 роки тому +3

    I did not know you could just type in a number and the trace will jump to that x position. WOW. thank you yet again!!

  • @thenukdevendra1902
    @thenukdevendra1902 4 місяці тому +2

    Time to pass my maths exam :)

  • @joshakz
    @joshakz 3 роки тому +3

    How can you connect the graphs together?

  • @isaacchonillo4868
    @isaacchonillo4868 3 роки тому +1

    How can I calculate f 'sub +(1), f 'sub -(1) for example?

  • @AshleyCastanio
    @AshleyCastanio 4 місяці тому

    is it possible to find out the end points when the point is not included?

    • @turksvids
      @turksvids  4 місяці тому

      what do you mean by that? if it's a strict inequality (> or = or

  • @worthplayingfor2197
    @worthplayingfor2197 2 роки тому

    my calculator wont let me click the insert button. it is greyed out. do you know how to fix this? thanks

  • @dadinggo
    @dadinggo 4 роки тому +1

    thanks, helpful vids

  • @thomasleonard4703
    @thomasleonard4703 3 роки тому

    Thank you so much

  • @charlikennedy6996
    @charlikennedy6996 3 роки тому

    why does my graph not show up, when I press enter?

    • @turksvids
      @turksvids  3 роки тому +1

      Hmm...I don't have much of a guess. Do graphs ever show up? If you start a new problem (doc, 4, 1) and try, does the graph show up? Are you graphing something that would require a bigger window to see? Those are my initial suspicions. Hope something helps!

  • @granieiprogramowanie2235
    @granieiprogramowanie2235 2 роки тому

    sign(x):={(-1,x0),(0,x=0)}