TI-84 Poisson PDF & CDF

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  • čas přidán 22. 08. 2024
  • Using the TI-84+ to calculate Poisson probability distribution functions.

Komentáře • 13

  • @jamieyeex1439
    @jamieyeex1439 Před 5 měsíci +1

    you are better than my teacher LMAO, thank u

  • @johnnyflores7259
    @johnnyflores7259 Před 2 lety +1

    OMG this video is a life saver, not to mention time saver!! THank you so much!!!

  • @dmcdgames2388
    @dmcdgames2388 Před 8 měsíci

    me when the professor allows us to use scientific calculators for the exams

  • @OseiTheWarriors
    @OseiTheWarriors Před 4 lety +4

    Very straightforward and helpful

  • @yvonneieleenlariosa1771
    @yvonneieleenlariosa1771 Před 4 lety +2

    Thank you, this was very helpful!

  • @themadboy6294
    @themadboy6294 Před 2 lety

    Thank you!! you are smart

  • @robertyoung9015
    @robertyoung9015 Před 2 lety

    If 'poissoncdf(147,160)' includes values up to and including 160, then wouldn't the '1 - poissoncdf(147,200)' exclude 200 from the calculation? Which would make the results actually be for greater than or equal to 201?

    • @whccmath-lynnettemann3728
      @whccmath-lynnettemann3728  Před 2 lety

      Hey Robert, Yes! If you want x ≥ 201 and have the average of 147 then you can use the TI-84+ to calculate 1 - poissoncdf(147, 200). Using this function will take 100% of possible outcomes (aka =1 for probability) and "cut off" the cumulative probabilities for 0 to 200 leaving you 201 and more.

  • @rugvedkulkarni1593
    @rugvedkulkarni1593 Před 3 lety

    Thank you so much! :)

  • @ezhdze
    @ezhdze Před rokem

    3:49 sorry, but where does it say the incredibly small amount 0.000001? Where does it show that #?

    • @whccmath-lynnettemann3728
      @whccmath-lynnettemann3728  Před rokem +1

      1.3831E-5 is in scientific notation. This means we need to divide 1.3831 by 100000 to see the decimal version of the value 1.3831E-5 = 0.000013831 (this is a very small probability)