TheReveller Posted June 9, 2010 Share Posted June 9, 2010 Hi, Choose a random integer from 20 to 1 000 000 000. Add each digit that composes it (For example : 8574 would be 8 + 5 + 7 + 4 = 24) Substract that number from your first number (For example : 8574 - 24 = 8550) Take off one digit of that number EXCEPT 0 and tell me what number you get and I'll tell you which digit you took off (For example : If you tell me 850, I will say 5, or if you tell me 550, I will say 8) I shouldn't be wrong unless you did a mistake following my instructions. Link to comment Share on other sites More sharing options...
MonsterHunterMaster Posted June 9, 2010 Share Posted June 9, 2010 8629409...there's an easy trick behind it, there are a lot of mathematic tricks like this one, but I don't remember them correctly... :sweat: Can you find out the number? ;) Link to comment Share on other sites More sharing options...
TheReveller Posted June 9, 2010 Author Share Posted June 9, 2010 I guess it's 7, right ? Link to comment Share on other sites More sharing options...
ub3rman123 Posted June 9, 2010 Share Posted June 9, 2010 I got 4862. What number did I take off? Link to comment Share on other sites More sharing options...
TheReveller Posted June 9, 2010 Author Share Posted June 9, 2010 I got 4862. What number did I take off? 4862 : You also took off the 7. Link to comment Share on other sites More sharing options...
MonsterHunterMaster Posted June 9, 2010 Share Posted June 9, 2010 Wow, yes it was 7. You have been fast :ohmy: Link to comment Share on other sites More sharing options...
TheReveller Posted June 9, 2010 Author Share Posted June 9, 2010 there's an easy trick behind it, there are a lot of mathematic tricks like this one Yes, well from some basic tricks, there are many enigmas you can build up. Like I already asked : Take your age (integer), add 3 : age + 3Multiply result by the triple of your age : result * (3 * age)Add 54 to your result : result + 54Multiply that result by 3 : result * 3Keep that number in mind. Add all the digits of that number, for example 15033 : 1+5+0+3+3 = 12If you still have more than one digit, continue adding, for example : 12 becomes 1+2 = 3 If the final result you get is lower than 8 and all your calculations are good, I will give you 100$. Link to comment Share on other sites More sharing options...
alex2avs Posted June 9, 2010 Share Posted June 9, 2010 there's an easy trick behind it, there are a lot of mathematic tricks like this one Yes, well from some basic tricks, there are many enigmas you can build up. Like I already asked : Take your age (integer), add 3 : age + 3Multiply result by the triple of your age : result * (3 * age)Add 54 to your result : result + 54Multiply that result by 3 : result * 3Keep that number in mind. Add all the digits of that number, for example 15033 : 1+5+0+3+3 = 12If you still have more than one digit, continue adding, for example : 12 becomes 1+2 = 3 If the final result you get is lower than 8 and all your calculations are good, I will give you 100$. I'd say it's always nine :lol: Link to comment Share on other sites More sharing options...
TheReveller Posted June 9, 2010 Author Share Posted June 9, 2010 there's an easy trick behind it, there are a lot of mathematic tricks like this one Yes, well from some basic tricks, there are many enigmas you can build up. Like I already asked : Take your age (integer), add 3 : age + 3Multiply result by the triple of your age : result * (3 * age)Add 54 to your result : result + 54Multiply that result by 3 : result * 3Keep that number in mind. Add all the digits of that number, for example 15033 : 1+5+0+3+3 = 12If you still have more than one digit, continue adding, for example : 12 becomes 1+2 = 3 If the final result you get is lower than 8 and all your calculations are good, I will give you 100$. I'd say it's always nine :lol: True, but how do I get there from a random number ? Link to comment Share on other sites More sharing options...
alex2avs Posted June 9, 2010 Share Posted June 9, 2010 well if you follow the algorithm you get 9*(x*x+3*x+18) now , surprisingly if you multiplicate any number with 9 , the sum of the digits of the number is always nine. Link to comment Share on other sites More sharing options...
Recommended Posts
Create an account or sign in to comment
You need to be a member in order to leave a comment
Create an account
Sign up for a new account in our community. It's easy!
Register a new accountSign in
Already have an account? Sign in here.
Sign In Now