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Article #732Re: some interesting math problems
From: Inspector Gadget
Date: Thu, 04 Jan 1996 00:00
Date: Thu, 04 Jan 1996 00:00
29 lines
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1537 bytes
I'll try my best at this one. Joseph (cschen@xnet.com) wrote: : 6 Are there two different prime numbers p and q such that p+q : divides pq evently: if so, give an example. : If not, prove why not. What do you mean? p+q/pq? Well, this can't happen because p+q will *ALWAYS* be smaller than pq If you mean pq/p+q (which I belive).. Then this can't happen, because odd * odd = odd (I can't think of an execption) and odd + odd = even (even though 2 is the only prime number, but I'm not going to worry about that). and odd/even will *NEVER* divide evenly --Ollie Math 10H Ya! -- +---Pray-for-wind-----Pray-for-snow-----Pray-for-sun------Pray-for-a-nice-day+ |bladekr@cuug.ab.ca ... ac.ba.guuc@rkedalb ... bladekr@cuug.ab.ca ... ac.ba.g| |Calgary, AB CANADA. Home of the 1988 Winter Olympics & the Calgary Stampede!| |http://www.cuug.ab.ca:8001/~bladekr ... **** UNDER CONSTRUCTION **** | |--> "My mom thinks I'm cool! -- Milhouse <-- Mountain Biking is also life!! | +---Saliing-is-life---Skiing-is-life---Suntanning-is-life---Running-is-life--+
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X-Google-Language: ENGLISH,ASCII-7-bit X-Google-Thread: f7972,b2e5b4d7668420e5 X-Google-Attributes: gidf7972,public From: bladekr@cuug.ab.ca (Inspector Gadget) Subject: Re: some interesting math problems Date: 1996/01/04 Message-ID: <4cic6q$46i@dec3300.cuug.ab.ca> X-Deja-AN: 134060653 name: cschen@xnet.com references: <30EB6E3B.C02@xnet.com> organization: Calgary UNIX Users' Group newsgroups: can.schoolnet.math.sr