Central Limit Theorem | Understanding Meaning, Assumptions and Importance of CLT | Dr. Sumeet Bakshi

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  • Опубликовано: 5 янв 2025

Комментарии • 12

  • @dr.sumeetbakshi
    @dr.sumeetbakshi  3 года назад +1

    0:35 min EXAMPLE
    3:08 min MEANING
    4:10 min ASSUMPTIONS
    5:10 min IMPORTANCE
    PLEASE LIKE AND SHARE THE VIDEO IF YOU FIND IT WORTH

  • @devikabandyopadhya5198
    @devikabandyopadhya5198 3 года назад +1

    I really like your explanation and conceptual clarity. You make the concepts so simple to understand

  • @RamanKaur-bs3us
    @RamanKaur-bs3us 3 года назад

    Very easy explanation..thanku mam 👍👏

  • @saloniprakash1570
    @saloniprakash1570 3 года назад +3

    Mam the concept is very tricky but u made the whole central limit theorem as easy as eating
    Really liked it video and shared with other
    Mam keep on making such informational videos for the betterment of students

  • @rajeevmantrimathsandscienc8104
    @rajeevmantrimathsandscienc8104 3 года назад

    Very well explained mam

  • @anudarianu4403
    @anudarianu4403 3 года назад

    So which one is true
    Central Limit Theorem means that for sufficiently well behaved population distribution that the sample means will be consistent with a normal distribution.
    Large enough population, the population distribution will be consistent with a normal distribution

  • @senrachael7336
    @senrachael7336 3 года назад

    Can you illustrate mutisage cluster and cluster sampling

    • @dr.sumeetbakshi
      @dr.sumeetbakshi  3 года назад

      Please check sampling playlist on my channel, it’s there
      You will find both videos separately for conceptual understanding and a 3rd video describing difference between them.

  • @anudarianu4403
    @anudarianu4403 3 года назад

    Or central limit theorom means that for sufficiently many elements in our sample, and for sufficiently well behaved population distribution that the sample means will be consistent with a normal distribution

    • @dr.sumeetbakshi
      @dr.sumeetbakshi  3 года назад

      According to CLT, if population is not normal but sufficiently well behaved, sampling distribution of the sample mean will be approximately normal (condition here is sample size should be sufficiently large)
      Hope it is helpful!!
      Stay Connected!!