Algebra 2 - Rationalizing the denominator with imaginary numbers and using conjugate, (3-4i)/(2-2i)

Поділитися
Вставка
  • Опубліковано 15 січ 2025

КОМЕНТАРІ • 25

  • @tahatv5269
    @tahatv5269 6 років тому +41

    I can’t stand when teachers disregard a stupid kids question. When that kid asks you a dumb question, it’s because they have no attention span and zoned out while you were explaining whatever it was initially and are putting a little effort into trying to understand the lesson. But then you have these teachers where they make you feel stupid or shut you down. They’re the reason for a kids failure in school and later in life

    • @eduardomoreira7624
      @eduardomoreira7624 4 роки тому +4

      I hate how nobody sitting next to him tried to explain it to him

  • @ashleyking7857
    @ashleyking7857 6 років тому +30

    This professor is extremely arrogant. I’ve watched multiple videos of his, he’s impatient, and arrogant. Can’t stand it

  • @luisFer-iu1mq
    @luisFer-iu1mq 11 місяців тому

    Thanks for refreshing my brain in this topic, I was studying for my algebra exam.

  • @theredspirit2090
    @theredspirit2090 3 роки тому +9

    i hate math

  • @aspirants1986
    @aspirants1986 2 роки тому

    Hi sir you have explained in detail thanks sir I am from India 🇮🇳

  • @612thagoat
    @612thagoat 2 роки тому +1

    How is i squared -1 but any i raised to a even number positive?

    • @amoghparab1689
      @amoghparab1689 2 роки тому +1

      I hope you got the solution to this question of your's by now
      But let me still tell you (in case you don't know or maybe someone else having the same doubt)
      i = Square root of - 1 *( - 1 is present inside the root)*

  • @sarahrashed7648
    @sarahrashed7648 5 років тому

    I got the idea perfectly well. thank you :)

  • @duckmeister222
    @duckmeister222 Рік тому

    I'm looking for example of exponent in numerator for student I'm helping??

  • @AhmadHossain-r5p
    @AhmadHossain-r5p Рік тому

    lets say the denominator was -2i+2, would the conjugate still be 2+2i?

  • @katlehohlophe8057
    @katlehohlophe8057 Рік тому

    thank u for this

  • @theophonchana5025
    @theophonchana5025 3 роки тому

    #imaginarynumber #iota #i

  • @ryukenji741
    @ryukenji741 6 місяців тому

    i will be using this for my second sem diploma😂❤

  • @raghu_rajrathore
    @raghu_rajrathore 6 років тому +2

    Lifesaver