View Full Version : Neat Little Trick
skinamatic
April-29th-2004, 01:11 AM
Try this and see what you come up with:
1. Grab a calculator. (you won't be able to do this one in your head)
2. Key in the first three digits of your phone number (NOT the area code)
3. Multiply by 80
4. Add 1
5. Multiply by 250
6. Add the last 4 digits of your phone number
7. Add the last 4 digits of your phone number again.
8. Subtract 250
9. Divide number by 2
What do you have?
Ancalagon the Black
April-29th-2004, 01:23 AM
A completely random number.
Guess it doesn't work with eight-digit phone numbers. :)
EDIT: Ah, I can see that it'll come up with your phone number. Because it's equal to (if x is the first three digits of your number and y is the last four digits)
([250(80x+1)+2y]-250)/2
which reduces to
1000x + y
which should give you your very own phone number!
skinamatic
April-29th-2004, 01:26 AM
Use a 7 digit and see what you get.
Ancalagon the Black
April-29th-2004, 01:27 AM
I think I figured it out (see edited post). :D
section 130
April-29th-2004, 07:24 AM
Pretty darn nifty.
Skeletor The Invincible
April-29th-2004, 08:05 AM
Mr. Black was getting his order of operations mixed up.
Rather, his calculator was.
J Dawg
April-29th-2004, 08:09 AM
I got my full phone number
pretty cool stuff.
:dallasuck
TXREDSKINS44
April-29th-2004, 08:13 AM
That is pretty cool I got my phone number!
rdsknbill
April-29th-2004, 08:57 AM
Yep me too.
Skinmatic, you have WAY too much time on your hands. :laugh:
EDIT: How much time do I have that I actually did the trick. :doh: :laugh:
SlobberKnockinFootball
April-29th-2004, 09:46 AM
Dude, someone has too much time on their hands to be doing this :pooh:
SKINtil8tin
April-29th-2004, 11:46 AM
Originally posted by Ancalagon the Black
EDIT: Ah, I can see that it'll come up with your phone number. Because it's equal to (if x is the first three digits of your number and y is the last four digits)
([250(80x+1)+2y]-250)/2
which reduces to
1000x + y
Could've used you when I was flunking algebra in high school. :silly:
Golgo-13
April-29th-2004, 12:03 PM
Wild. Those math tricks go way over my head. I'm just a lowly social science major.
Destino
April-29th-2004, 12:28 PM
Originally posted by Ancalagon the Black
A completely random number.
Guess it doesn't work with eight-digit phone numbers. :)
EDIT: Ah, I can see that it'll come up with your phone number. Because it's equal to (if x is the first three digits of your number and y is the last four digits)
([250(80x+1)+2y]-250)/2
which reduces to
1000x + y
which should give you your very own phone number!
Hey egghead take a hike! :silly:
artmonkfish
April-29th-2004, 12:52 PM
how does this work? don't tell me you came up with that?!!
Drex
April-29th-2004, 12:59 PM
A neat trick indeed :)
NASMTrainer
April-29th-2004, 01:50 PM
Originally posted by Ancalagon the Black
A completely random number.
Guess it doesn't work with eight-digit phone numbers. :)
EDIT: Ah, I can see that it'll come up with your phone number. Because it's equal to (if x is the first three digits of your number and y is the last four digits)
([250(80x+1)+2y]-250)/2
which reduces to
1000x + y
which should give you your very own phone number!
I must have been doing time or been freeze dried, what is an eight digit phone number?
Ancalagon the Black
April-29th-2004, 08:50 PM
An eight-digit phone number is one that's in Australia. :)
And no, didn't get my order of operations screwed up. It doesn't work if your phone number has eight digits.
mad4comp
April-29th-2004, 09:38 PM
doesnt ([250(80x+1)+2y]-250)/2) reduce to:
(20000x+2y)/2:
10000x+y ?
Ancalagon the Black
April-29th-2004, 10:51 PM
You're right, mad4comp--I left out a zero. (So my answer didn't make sense anyway, given that y has four digits.) Good catch!
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