Calculator trick to find nth root of any number easily| Exam tricks

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  • čas přidán 11. 09. 2024

Komentáře • 40

  • @susan_0007
    @susan_0007 Před 4 měsíci +12

    Find cube root of 27
    Step 1: Enter 27 in calculator
    Step 2: Click √ for 12 times
    Step 3: Minus 1
    Step 4: Divide by 3 (i.e. cube root =3 or square root =2 or any other roots)
    Step 5: Plus 1
    Step 6: Click x (multiply) and = (equal) simultaneously for 12 times.
    Result is 3

  • @vaishnavidhage2371
    @vaishnavidhage2371 Před 2 lety +40

    Thank you it just vanished from my mind thank you for reminding me

  • @kevulya
    @kevulya Před rokem +6

    basically you are super right !!

  • @user-yi6zf8cp5o
    @user-yi6zf8cp5o Před 7 měsíci

    Thank you sir...🙏
    I saw this trick before too, but i wasn't getting the answer....
    The other person who showed the trick only talked about it but you actually showed it on calci that's why i could understand it better, and actually got the answer right!
    ThnkU sir🙏

  • @Ease_29
    @Ease_29 Před 5 měsíci +2

    Thank you so much sir for this video but my Casio is MJ- 100Da , everything is the same except the trick for multiply and equals to. Is there any different trick for this

    • @kriti0011
      @kriti0011 Před 5 měsíci +1

      Hey even my calculator is same and i cannot find the root. Did you find any trick for that?

    • @Ease_29
      @Ease_29 Před 5 měsíci

      @@kriti0011 I didn't get any trick about this 🥲

  • @anushreehegde2345
    @anushreehegde2345 Před rokem +1

    Thank you so much.. Its really helpful🙏

  • @sarthakagrawal5614
    @sarthakagrawal5614 Před rokem +21

    first √12 times
    subtract 1
    devided by the number of root
    Add 1
    *= 12 times
    you have got the root

  • @harshjain985
    @harshjain985 Před 10 měsíci +4

    Bro is there any logic that why we take 12 times root

    • @SoumyaShantipuri
      @SoumyaShantipuri  Před 7 měsíci

      The choice of using 12 iterations in the "12 Times Root Method" is somewhat arbitrary and likely based on practical considerations rather than mathematical precision.
      Using 12 iterations may have been chosen because it's a relatively large enough number to provide a reasonable approximation for the root while still being manageable for manual calculation. Additionally, 12 is divisible by many numbers (1, 2, 3, 4, and 6), which might simplify certain calculations or make the method more versatile.
      However, you could theoretically use any number of iterations, including 10 or any other value, depending on the level of precision required and the ease of manual calculation. The "12 Times Root Method" is a heuristic technique, so the number of iterations can be adjusted based on individual preferences or specific requirements.

  • @vaishnavidhage2371
    @vaishnavidhage2371 Před 2 lety +8

    No other video has this

  • @ushausha2746
    @ushausha2746 Před 6 měsíci

    It will work
    for 4 digit numbers??

  • @mariaagnesY
    @mariaagnesY Před 2 měsíci

    Why does my calculator displays “K” above the numbers. 😢 we have the same unit

  • @anassarang192
    @anassarang192 Před rokem +2

    Basically, you are right

  • @chippotomar8179
    @chippotomar8179 Před měsícem

    Thank u bro ❤

  • @deepikachoudhary3370
    @deepikachoudhary3370 Před rokem +1

    plz solve (40)1/25
    step by step answer plz

  • @priyankagaud4700
    @priyankagaud4700 Před 6 dny

    thank you so much

  • @Navneet07860
    @Navneet07860 Před rokem +1

    Thank you bhaiya

  • @ankitgupta9154
    @ankitgupta9154 Před 11 měsíci +6

    I thought its not possible and gave it up for all problems for 2 years 😂😂😂

  • @invisible73
    @invisible73 Před rokem +2

    St Xavier's Kolkata ke liye minimum kitna marks maths me chahiye hoga please reply 🙏

  • @moveon89485
    @moveon89485 Před rokem +2

    My multiply button doesn't work like this

  • @AdityaPrakashSingh123
    @AdityaPrakashSingh123 Před 5 měsíci

    Process note kr lo bhaiyon
    [(Number >12times√ ) - 1 ] /n

  • @pranavbhatia3854
    @pranavbhatia3854 Před 11 měsíci

    Thank You !

  • @patelbabubhai454
    @patelbabubhai454 Před 11 měsíci

    Deli calculator me uder root kaise le

  • @jerinjoseph955
    @jerinjoseph955 Před rokem +1

    Thanks

  • @shrutitapase352
    @shrutitapase352 Před 11 měsíci +3

    Nahi aa raha hai bhai .. calculator ki company alag hai kya😂

  • @saviorodrigues7852
    @saviorodrigues7852 Před rokem +1

    Thank you so much dear

  • @dabhibharatkumar7801
    @dabhibharatkumar7801 Před 7 měsíci

    Sir calculator ma already root ka batan hota ha

  • @UK_GOD_GAMING_99
    @UK_GOD_GAMING_99 Před rokem +5

    Abe ungrez bekar hai too😂😂

    • @somsomsomsom
      @somsomsomsom Před rokem +3

      brother you literally shitpost freefire

  • @dashingspy6025
    @dashingspy6025 Před 10 měsíci

    0 aa rha hai bhai

  • @MohdAmir-qz8oe
    @MohdAmir-qz8oe Před 9 měsíci

    Problem creater

  • @saitama3733
    @saitama3733 Před 9 měsíci

    Acc to him : √(12 times ) -1 ÷ n +1 (*)(12 times )
    Now see this all nullifies and we get simple ( ÷ n )
    He took ( n=2 )
    ie . 4÷2 = 2
    Stop foolin bruh 😮‍💨