Harvard University Admission Question | Solve For Sqaure root of Iota? | Algeria

Поділитися
Вставка
  • Опубліковано 21 лис 2024
  • In this video, I'll be showing you step by step on how to solve this Harvard University Admission Problem using a simple trick.
    Please feel free to share your ideas in the comment section.
    And if you are new here and you enjoy my content, please hit the like button and subscribe to my channel. Don't forget to hit the bell icon as well so you don't miss on my upcoming videos.
    #exponentialequation #differentbases #exponentiation #educationalvideos #matholympiad #matholympiad #mathcontest #algebra #mathcompetition #gcse #howtosolveolympiadmathproblem #increasingpower #mathematics #solvingequations #exponentialproblem #precalculus #stepbystepguide #education #school #learning #students #learn #exam #quiz #math #biology #academy #maths #test #exams #educational #scholarship #mathematics #_ #cbse #classes #physics #phd #registernow #campus #boardexam #speech #studentsuccess #edtech #reasoning #tutor #olimpiade

КОМЕНТАРІ • 4

  • @ubiraceelihimas
    @ubiraceelihimas 23 дні тому

    Muito bom, já tinha resplvido

  • @andretewem3385
    @andretewem3385 День тому

    Easier with the polar writing.
    Set i = (1,pi/2 + 2k.pi)
    with k = 0 or 1.
    Then for k = 0 ==>
    sqrt(i) = (1,pi/4) =
    (sqrt(2)/2).(1 + i)
    for k = 1 ==>
    sqrt(i) = (1,pi/4 + pi) =
    (-sqrt(2)/2).(1 + i)

  • @gp-ht7ug
    @gp-ht7ug 23 дні тому

    Hello, why didn’t you apply sqrt(i)=sqrt(e^(i*pi))?

  • @germanalexandru
    @germanalexandru 24 дні тому

    i=(-1 + 2*i + 1)/2=[ (i + 1)^2] / 2
    The rest is simple.