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Old 09-12-2005, 10:24 PM   #1 (permalink)
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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 answer do you get?
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Old 09-12-2005, 10:47 PM   #2 (permalink)
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*************** Geeky Spoiler *****************


In case anyone isn't as much of a dork as I am:

Assume x = first 3 digits, y = last 4 digits

( 250 * (80*x + 1) + y + y - 250 ) / 2

<==>

(20,000*x + 250 + 2y -250) / 2

<==>

10,000*x + y


So, naturally, since your first 3 digits of your phone number are in the 4-6th positions, multiplying by 10,000 puts them there correctly

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Old 09-12-2005, 11:29 PM   #3 (permalink)
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nice
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Old 09-12-2005, 11:53 PM   #4 (permalink)
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Quote:
Originally posted by Paradigm:
*************** Geeky Spoiler *****************


In case anyone isn't as much of a dork as I am:

Assume x = first 3 digits, y = last 4 digits

( 250 * (80*x + 1) + y + y - 250 ) / 2

<==>

(20,000*x + 250 + 2y -250) / 2

<==>

10,000*x + y


So, naturally, since your first 3 digits of your phone number are in the 4-6th positions, multiplying by 10,000 puts them there correctly

Ha! I started doing the same thing before I saw your response. LOL. Score a few for the NU grads - they do graduate 'em smart - or geeky - there.
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Old 09-13-2005, 06:54 AM   #5 (permalink)
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Hey no fair! No smart grads are allowed in this post anymore!
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Old 09-13-2005, 07:20 AM   #6 (permalink)
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Pretty cool.
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Old 09-13-2005, 08:07 AM   #7 (permalink)
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Ugh, I get the hard part right and the easy part wrong; I mean that the first three digits are in the 5th-7th positions, but you all know what I meant when multiplying by 10,000...

It's like making the hard shots in pool and missing the easy straight one
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Old 09-13-2005, 09:29 AM   #8 (permalink)
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Quote:
Originally posted by Paradigm:
*************** Geeky Spoiler *****************


In case anyone isn't as much of a dork as I am:

Assume x = first 3 digits, y = last 4 digits

( 250 * (80*x + 1) + y + y - 250 ) / 2

<==>

(20,000*x + 250 + 2y -250) / 2

<==>

10,000*x + y


So, naturally, since your first 3 digits of your phone number are in the 4-6th positions, multiplying by 10,000 puts them there correctly

You do have a way of taking the fun out of things.



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Old 09-13-2005, 10:18 AM   #9 (permalink)
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Quote:
Originally posted by Paradigm:
*************** Geeky Spoiler *****************

In case anyone isn't as much of a dork as I am:

Assume x = first 3 digits, y = last 4 digits

( 250 * (80*x + 1) + y + y - 250 ) / 2

<==>

(20,000*x + 250 + 2y -250) / 2

<==>

10,000*x + y
Ouch. Now I have a headache.
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Old 09-13-2005, 12:06 PM   #10 (permalink)
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<----- dazed looking blonde: huuuuh, math is hard!
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Old 09-13-2005, 12:24 PM   #11 (permalink)
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I'm with you, ODBsgirl, sitting here with a big "duh" face on.

My wife was a math major, and my 2-year-old daughter counted to thirty at breakfast this morning, so they are both well beyond me.
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Old 09-13-2005, 03:32 PM   #12 (permalink)
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Ha... I read that spoiler before doing the problem and it didn't spoil a thing for me. I didn't even know what I was reading!
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Old 09-13-2005, 06:33 PM   #13 (permalink)
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i'm with you ODB's girl -- i went HUH?!
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