Cubic Sequence | Finding the nth term formula

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  • Опубліковано 30 вер 2021
  • I will be teaching you how to find the nth term expression for a Cubic Sequence using the formula and using trial and error method.
    Facebook-https: //web. Rich-Minds-Academy-110296934137286?_rdc=1&_rdr
    Worksheet: sites.google.com/d/1Cj79dKhV0...

КОМЕНТАРІ • 19

  • @KgotsoMaredi-ot3kj
    @KgotsoMaredi-ot3kj Місяць тому

    Thank you very much for teaching me everything ❤❤

  • @vinitkumar4779
    @vinitkumar4779 2 роки тому

    Wonderful mam!🙏🙏🙏

  • @jeromykalunga9473
    @jeromykalunga9473 Рік тому

    A very good explanation . keep it up

  • @MinMax-kc8uj
    @MinMax-kc8uj 3 місяці тому

    There are two special starting conditions for quadratic sequences. A[0]=2, A[1]=-b/a and B[0]=0 and B[1]=1. So, with a cubic, there are three kinds and each one has different starting conditions. I imagine I could just use this same strategy and go to the -1 term. That would be two of them figured out, the third kind, I don't know what to do.

  • @zayedfareed9850
    @zayedfareed9850 2 роки тому

    This is perfect.

  • @ellisondrake3572
    @ellisondrake3572 2 роки тому

    Shine👏👏

  • @urnightmare4471
    @urnightmare4471 2 роки тому

    Shinnee 💞 woza ma'am👌 👑

  • @prishasuryavanshi3381
    @prishasuryavanshi3381 Рік тому

    This was so helpful! Thanks! Just wanted to ask if you could also make a video regarding vectors?

    • @richmindsacademy134
      @richmindsacademy134  Рік тому

      You are welcome Prisha. I will definitely do that. 😊

    • @amegashiesaviour9704
      @amegashiesaviour9704 5 місяців тому

      Thanks for the education.
      Can you explain how 6a=12 and the other idemtities

  • @christinasamke4740
    @christinasamke4740 2 роки тому

    Thanks very much.
    But i have a question?
    How did you get 2n³ quickly without using the long method ??

    • @richmindsacademy134
      @richmindsacademy134  2 роки тому

      When using trial and error. You know that 1^3=1, 2^3 =8, 3^3=27. Cubic number is n^3. So you compare the cubic numbers to you sequence. Here the numbers in the sequence are twice the cubic numbers hence 2n^3. Thank you. Xoxo

  • @iqoker
    @iqoker 9 місяців тому

    Ms your explaining is wonderful! just like how our teacher teaches but i wanted to ask how can we do like maybe how can we find the 10nth term
    i just need some help here

    • @richmindsacademy134
      @richmindsacademy134  9 місяців тому

      After finding your nth term substitute 10 where you see n.

  • @GDime
    @GDime 6 місяців тому

    Wagwan generaals