Ok....need someone who can work out how????? - HotUKDeals
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Ok....need someone who can work out how?????

renagade27 Avatar
7y, 3d agoPosted 7 years, 3 days ago
This website ...

http://www.regiftable.com/

on page on left......"guess the regift!"

How the hell does this work it every time.................

renagade27
renagade27 Avatar
7y, 3d agoPosted 7 years, 3 days ago
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(11) Jump to unreadPost a comment
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#1
there is nothing on the right saying 'guess the regift'
#2
Every answer will be divisible by 9...and all these answers will say holiday broach (think they mean brooch!!)
#3
J4GG4
there is nothing on the right saying 'guess the regift'


he meant his right, which is left of the page :thumbsup:
[mod]#4
suzyerogers;7132003
Every answer will be divisible by 9...and all these answers will say holiday broach (think they mean brooch!!)


Nope, answer is different every time. Freaky :w00t:

It can be beaten though............use the same number twice in a row. :-D


(what it does is make sure that mathmatically it can only be one item each time providing you change your numbers from the last go) :thumbsup:
#5
Syzable
Nope, answer is different every time. Freaky :w00t:

It can be beaten though............use the same number twice in a row. :-D


(what it does is make sure that mathmatically it can only be one item each time providing you change your numbers from the last go) :thumbsup:


tried that...............didn't work

Mmmmmmmm....

renagade27
#6
Simple - select any 2 digit number, say xy
That is x in the 10s column and y in the 1s column so we have 10x + y
Now subtract x and y, so we have
10x + y -x -y = 9x
So the answer is always a multiple of 9
Take a look at the list of gifts. Every multiple of 9 is the same gift, which is the one which is "chosen".

Not hard - just simple maths.
#7
J4GG4
there is nothing on the right saying 'guess the regift'


It's on a tab on the left in my Firefox window!
#8
Spod
Simple - select any 2 digit number, say xy
That is x in the 10s column and y in the 1s column so we have 10x + y
Now subtract x and y, so we have
10x + y -x -y = 9x
So the answer is always a multiple of 9
Take a look at the list of gifts. Every multiple of 9 is the same gift, which is the one which is "chosen".

Not hard - just simple maths.


OoooooOOOOOOhhhhHHHHH!:-D
#9
Ok so show us in breakdown how it get the correct answer every time?.

I tried it with the same numbers and using your logic its still wrong...........

Can you give me a breakdown of more detail on How!! its done?

Ta

renagade27
#11
renagade27
Ok so show us in breakdown how it get the correct answer every time?.

I tried it with the same numbers and using your logic its still wrong...........

Can you give me a breakdown of more detail on How!! its done?

Ta

renagade27


My logic is correct - and it doesn't get much simpler than that.
1. It always comes up with a multiple of 9 - that is 9 timex x where x is the first digit.
2. Every multiple of 9 has the same answer
3. That is the answer given back to you.
Simples.

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