Introduction to Probability, Events, & Statistics - [3]

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  • čas přidán 14. 07. 2024
  • In this lesson, you will learn what an event is and the concept of the probability of an event. The probability of an event is defined as the ratio of how many times the event happens divided by the total number of trials in the experiment, as the number of trials approaches infinity. Because of this, the probability of an event doesn't have a meaning for only a few trials of an experiment. For example, the probability of getting heads or tails on the flip of a fair coin is 1/2, or 50%. However, for small number of trials I may get 3 heads in a row or 3 tails in a row.
    View More Lessons: www.MathAndScience.com

Komentáře • 34

  • @exotickhanaarif4333
    @exotickhanaarif4333 Před rokem +8

    You have this amazing ability of making a complicated topic look pretty easy!!

  • @lilypochnell527
    @lilypochnell527 Před rokem +2

    Highly effective teaching that prepare students/learners for future challenges. Outstanding lesson. Thank you very much

  • @tseckwr3783
    @tseckwr3783 Před rokem +2

    Great job. Thanks for the refresher.

  • @krisbis
    @krisbis Před 8 měsíci +2

    Brilliant!

  • @koski1202
    @koski1202 Před rokem

    You are honestly most amazing until today omg Thank you!!!!!

  • @punemal
    @punemal Před rokem +2

    You made it simple to understand !

  • @wilkyclergeot9416
    @wilkyclergeot9416 Před rokem +1

    Thank you so much incredible teach!!!

  • @aram5642
    @aram5642 Před 9 měsíci +1

    Would you consider making a video about the concept of randomness, esp in informatics: how are random numbers generated, why are they often referred to a pseudo-random?

  • @mahmudnuraringim7950
    @mahmudnuraringim7950 Před rokem +1

    Very excellent Job. Thank you very much. Please how can view your class on Axioms of Probability

  • @Rep2369
    @Rep2369 Před rokem +2

    I gotta ask about the birthday probability, not trying to troll Jason, I LOVE your lessons and have learned SO much since I found them! So this is coming from a fan, not a troll! Wouldn't the bday odds be based off 366 days due to leap years if you had no info and not just 365? I totally get the concept and love how you teach, as I said I've learned a TON from you Jason and I thank you. Just curious about this, thanks again for all you do! :)

  • @yuusufliibaan1380
    @yuusufliibaan1380 Před rokem +1

    Excellent lesson thank you very much dear sir ❣️ good luck 🤞

  • @sxmmii_gxchaa774
    @sxmmii_gxchaa774 Před rokem

    Thank you

  • @niyonkuruidrissa2346
    @niyonkuruidrissa2346 Před rokem

    10xsir,for your helpful videos! 💯💯💓💕

  • @drumtwo4seven
    @drumtwo4seven Před rokem

    Nice 👍

  • @user-pl2kd9vm8z
    @user-pl2kd9vm8z Před 4 měsíci

    Thanks!

    • @MathAndScience
      @MathAndScience  Před 4 měsíci

      Really appreciate it. Thank you so very much.

  • @geetamishra9361
    @geetamishra9361 Před rokem

    How can I get the course and what would be fee

  • @dreamsofendlessguitar167

    Is this part of basic introduction to statistics?

  • @TheCosmicGuy0111
    @TheCosmicGuy0111 Před rokem

    Nice!

  • @oshafactcheckerexposethepl9245

    Is this an older video?

  • @STILLKANE
    @STILLKANE Před měsícem

    great job, but i felt funny when you said u not turning into a butterfly, as if u were scared it gonna happen🤣🤣🤣🤣🤣

  • @naderhumood1199
    @naderhumood1199 Před rokem

    I'm the first......... this channel is smart cookie. Thank you very much indeed.

  • @simpleman283
    @simpleman283 Před rokem +1

    All we want to know is the probability of catching a royal flush when flopping an inside draw to the ultimate nuts.

    • @Rep2369
      @Rep2369 Před rokem +1

      Can't say on a table but I know video poker, on a video poker machine it's roughly 40,000:1 to get a royal and just over 600,000:1 to have it dealt to you. I'd like to know table odds of it as well!

  • @hemrajue3434
    @hemrajue3434 Před rokem

    Probably i picked something.

  • @aabbe762
    @aabbe762 Před rokem

    Why I scared probability 😢😢

  • @sharplessguy
    @sharplessguy Před rokem +2

    While I appreciate that someone may have trouble grasping the concept that a lower number means less, the amount of time you spend defining less means lower is excessive.

  • @ssie11
    @ssie11 Před rokem

    Pleaseee i ajsnsnaksn

  • @sathtoonlynn970
    @sathtoonlynn970 Před rokem

    Thank you