Evaluating a series of factorials

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  • Опубликовано: 30 май 2024
  • In this video, I showed how to evaluate a finite series of factorials using knowledge of sequences and series.

Комментарии • 32

  • @Crk-ot6um
    @Crk-ot6um 2 месяца назад +10

    What a coincidence! I too used the telescopic series and the idea of general term to solve this. At last I also got 1/2! - 1/2024!, this seemed not good to me as I felt it may be a vague answer but anyway, I continued with your video. I'm happy at last that I got one of the answers to be right after solving many of the questions from your thumbnail and video!

  • @emmanuelonah4596
    @emmanuelonah4596 2 месяца назад +1

    It's beautiful to see how the telescoping series saved the day. Thank you, you are an amazing teacher

  • @djez8
    @djez8 2 месяца назад +3

    Thank you from Hong-Kong (but I am french...)! Your explanations are always clear and accuratr, I enjoy every time!

  • @dougaugustine4075
    @dougaugustine4075 2 месяца назад +5

    I'm going to have to watch this again. Summations with the signa notation were always a puzzle for me as was probability with permutations and combinations.

  • @alexandrecuchi2400
    @alexandrecuchi2400 2 месяца назад +1

    Never see telecoping series. But I would whatch a video about them. Greate work

  • @Coder-ff8iw
    @Coder-ff8iw 2 месяца назад

    Excellent sir❤ . I appreciate your approach. Your teaching method is so easy that we can understand very easily

  • @komalshah1535
    @komalshah1535 2 месяца назад +2

    Telescoping series. Very interesting. Thanks.

  • @nothingbutmathproofs7150
    @nothingbutmathproofs7150 Месяц назад

    Beautiful!

  • @dirklutz2818
    @dirklutz2818 2 месяца назад

    Great idea!

  • @AzmiTabish
    @AzmiTabish 2 месяца назад +1

    Awesome. Thanks.

  • @Vabadrish
    @Vabadrish 2 месяца назад

    Wow got it in first try !! Thank you sir for such beautiful questions ....love your videos ❤

  • @surendrakverma555
    @surendrakverma555 2 месяца назад

    Good 👍

  • @Harrykesh630
    @Harrykesh630 2 месяца назад +2

    Telescopic series ✨

  • @study_math
    @study_math 2 месяца назад

    面白い~😄

  • @ayushsingh3174
    @ayushsingh3174 2 месяца назад +1

    Nice problem

  • @Necrozene
    @Necrozene 2 месяца назад

    Oh! I get it now! Yay! Go Prime Newtons!

  • @epikherolol8189
    @epikherolol8189 2 месяца назад +2

    12:40 That's scary😈

  • @77Chester77
    @77Chester77 2 месяца назад +1

    Got a new hat? Looks great 😀

    • @PrimeNewtons
      @PrimeNewtons  2 месяца назад

      Not new. Just not frequently worn compared to others .

    • @Jon60987
      @Jon60987 2 месяца назад

      @@PrimeNewtons You missed the chance to showcase your hat by posing so that the summation sign that you put in the forefront of the screen would be perfectly aligned on the top part of your hat. I also like that hat, and it is good enough to get a brief 5 seconds when it is the star of the show :)

    • @PrimeNewtons
      @PrimeNewtons  2 месяца назад

      @@Jon60987 🤣🤣🤣🤣🤣

  • @Necrozene
    @Necrozene 2 месяца назад

    I am currently struggling to figure out why P.N. did not do the formula from 1 and then subtract of the easy bits at the start...

  • @carlosfox8201
    @carlosfox8201 2 месяца назад

    Double beauty

  • @griffinf8469
    @griffinf8469 2 месяца назад

    I’m confused about the 5:47 to 6:20 minute mark. How do you go from (k+1)! to (k+1)k! and how do you go from (k+2)! to (k+2)(k+1)k!? Can someone explain the steps in doing that?

    • @griffinf8469
      @griffinf8469 2 месяца назад

      Nevermind, I figured it out.

  • @quigonkenny
    @quigonkenny 2 месяца назад

    "...a very small number..."
    Yep. Unless you're looking for an answer with over 5800 significant digits, the answer is 0.5...

  • @0llie
    @0llie 2 месяца назад

    next video: calculate 2024! manually 😂

  • @ivanhuertas5307
    @ivanhuertas5307 2 месяца назад

    Thanks brother you are just amazing!! ..one question speaking about "series" on the "Soul-Series" what are your believes..do you believe in the Lord JesusChrist?

  • @Necrozene
    @Necrozene 2 месяца назад

    Simple. Just whip out your calculator. lol NO! I want to see how Prime Newtons does it.

  • @lucasborges6447
    @lucasborges6447 2 месяца назад +1

    Esplendido.