Amazing Math magic.
Here I am going to demonstrate you a really cool math trick that is just awesome. It deals with the magnificent significance of 9 and the symmetry of reversed numbers that revolves around it. Since I have revealed the main idea, many people will guess the trick, for people interested, I will tell the technique at the end. The trick is you're gonna take a number of digits N. Reverse the number and subtract from it. Now you will give me any N-1 digits and I can tell you the the remaining digit with pinpoint accuracy. For example, you take \[\large\rm \ 653 \] Now reverse it and subtract from it. \[\large\rm \ 653-356 = 297 \] Provide me any two digit and I will tell you the remaining digit. Suppose you say 2 and 7. I will tell you that 9 is the remaining digit.
Ok I picked a 4 digit number so I now give you 3 digits right? Here they are: 0, 0, 0
9
@Kainui so? was it correct?
Yeah! I picked 9879, so 9879 - 9789 = 0090.
Yeah the trick NEVER fails.
if I give you 1 and 8, will you tell 9 or 0 ? because both will be correct, right?
yes @hartnn
But there is more probability that it will be 9
@hartnn I actually did some tests and it seems that 0 cannot be the remaining digit unless all digits are same which isn't covered by the riddle. But I could be wrong here
so 108 cannot be the difference of any 3 digit number and its reverse?
yeah because For 8 to come as a difference it can only happen if the last digit of the first number is 9 and the last digit of second number is 1. Which means the first digit of the first number has to be 1 and the first digit of second number has to be 9. Which will give us a negative answer.
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