Added: 3 years ago
From: expertvillage
Views: 22,574
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  • OOOh amazing, thanks you!!

  • obv you can pick any number!

    when you subtract it in the end is doesnt matter :S

  • hey its quite obvious but the answer is not always correct.its true for real numbers only and not for complex numbers.this is not a trick

  • you honestly think some one would pick a complex number when you asked them to pick a number.

    I think you are the only one who would be like. Hey this didn't work cause i picked 9i!

  • Excuse me, but that's basic algebra.

    Let's say we take x as the number, then we go:

    x

    x+5

    2(x+5)=2x+10

    2x+10=2x+6

    (2x+6)/2=x+3

    x+3-x=3

    Obviously, you get to three all the time, because your number doesn't really change anything.

  • i choose four and it didnt work...

  • Hmmm.. FAIL :L

    I think he lies!

  • yeah about that.. you made a mistake coz look

    4+5=9

    9x2=18

    18-4=14

    14/2=7

    7-4=3

    tadaaaaa the answer is 3

  • @mariokart4life

    4+5=9

    9*2=18

    18-4=14

    14/2=7

    7-4=3

  • Stupid it works because of the subtract your starting number....... that means you always really start on 0. Then when you add 5 you get 5 then double to get 10 then minus 4 gives 6 then half it gives you 3. Phhhfft.

  • cartooon10001 he said add 5 in the beggining not 4 ;)

  • hey!!!! try to choose the no. 5 5+4=9 double it becomes 18 then subtract 4 =14 then divide by 2 so it becomes 7 then subtract again the no. u choose which is 5!!!!! therefore.... 5+4=9 9x2=18 18-4=14 14/2=7 7-5= 2!!!!!!!!!! to told us it would be 3!!!!!! but the ans. is two(2) dos,
  • add 5 :P

  • You can choose 5 but you must add 5, not 4.

  • u do it wrong. if u choose the no. 5

    then u have to add with 5. not 4.

    5+5=10

    10 x 2=20

    20-4=16

    16/2=8

    8-5=3

  • Neat....I tried it and it works.

  • Waste of time. What exactly does this achieve?

    Not useful in anyway. Sorry man, you've wasted my time.

  • ...variations are possible depending on

    what numbers one initially adds or multiplies

    by. The '22' trick involves taking any 3-

    digit number whose digits are different,

    adding the digits (giving sum S), and

    finally adding all six possible 2-digit

    numbers of the original 3-digit number

    and dividing that sum by S. Quotient is

    always 22.

  • omg thats amazing im about to do it!!!!=)=p

  • hehe nice one;)

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