It’s neat but I think it works for any group of 7 digits. Try it with your SSN using the first three digits and the last 4. If your first digit is “0” substitute “1”
Yup, it's just a convoluted way of multiplying the first three digits by 1000 and then adding the last four.
There are only three kinds of mathematicians, those who can count and those who can't.
1Feathercrest wrote:
Just what is the supposed result? I got a figure that made no sense to me.
Does not work if you use a calculator that uses Mathematical Hierarchy of Operations (PEMDAS)
waterford wrote:
Does not work if you use a calculator that uses Mathematical Hierarchy of Operations (PEMDAS)
I don't know about calculators, but any programming language that I ever used specified a default hierarchy but provided a means for the programmer to alter the sequence in which operations are done.
The problem specified no area code. That could be gotten in the mix by having to steps that multiplies the area code by 1,000,000. It will take some factoring of 1,000 and 1,000,000 to get some steps that work. I'll need a brain fart to work it out. Lets have a contest.
Anyone game to redo the scheme in hexadecimal?
Swede wrote:
How someone figured this out------? you'll probably need a calculator
Take the first three numbers of you're phone number-- not the area code
Multiply by 80
Add 1
Multiply by 250
Add the last 4 numbers of you're phone number
Add them AGAIN
Subtract 250
Divide by 2
Neat eh, just think some one figured that out.
Swede
How someone figured this out------? you'll probab... (
show quote)
If you want to reply, then
register here. Registration is free and your account is created instantly, so you can post right away.