Difference between revisions of "User talk:Azjps"

m (Cone)
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Hi Azjps, you've been doing a lot of nice work.  I have one minor recurring complaint: you begin a lot of articles with a phrase like, "An invariant refers to ...."  This doesn't make sense.  There are (at least) two possible alternatives: one is, "The term invariant refers to ..." and the other is, "An invariant is ...."  I personally prefer the latter, as it's substantially more direct.  Anyhow, this is obviously not a huge deal, but I just thought I'd mention it.  --[[User:JBL|JBL]] 23:38, 2 March 2010 (UTC)
 
Hi Azjps, you've been doing a lot of nice work.  I have one minor recurring complaint: you begin a lot of articles with a phrase like, "An invariant refers to ...."  This doesn't make sense.  There are (at least) two possible alternatives: one is, "The term invariant refers to ..." and the other is, "An invariant is ...."  I personally prefer the latter, as it's substantially more direct.  Anyhow, this is obviously not a huge deal, but I just thought I'd mention it.  --[[User:JBL|JBL]] 23:38, 2 March 2010 (UTC)
 
:Thanks for the comment, I will remember to do so. Also, not sure what I was thinking with that "r" label, haha. <font style="font-family:Georgia,sans-serif">[[User:Azjps|azjps]] ([[User talk:Azjps|<font color="green">talk</font>]])</font> 23:52, 2 March 2010 (UTC)
 
:Thanks for the comment, I will remember to do so. Also, not sure what I was thinking with that "r" label, haha. <font style="font-family:Georgia,sans-serif">[[User:Azjps|azjps]] ([[User talk:Azjps|<font color="green">talk</font>]])</font> 23:52, 2 March 2010 (UTC)
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== Help ==
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I've been on this website many times before and need help with some maths questions. I wasn't sure who to ask for help, so I just chose an admin.
 +
 +
Well here are two problems I need help with:
 +
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1. Given five distinct points A, B, C, P, Q in the plane, no three are collinear. Prove that
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AB + BC + CA + PQ < AP + AQ + BP + BQ + CP + CQ.
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2. (p, q) is the gcd of p and q. Find all positive integers x, y, z such that
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x+y = (x, y)^2
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y+z = (y, z)^2
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z+x = (z, x)^2
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 +
Thanks! Can you tell me a bit about how the wiki works? I'm not really sure and it's so big I don't really know what to do.

Revision as of 23:50, 12 January 2012


Discussion

Note

I am testing a short greasemonkey script to (semi-)automatically format contest articles, under the hope that this can make the articles here consistent and easily accessible. Apologies for the flood of edits; comments and suggestions are greatly welcomed. azjps (talk) 05:33, 26 February 2010 (UTC)

Cone

Hi Azjps, thanks for the cones! Two (hopefully minor) requests: right now, both cones seem really large. It is possible to make them smaller or put them in a box to the side or something? Also, in the oblique cone, the segment labeled $r$ shouldn't be, but it might be nice to include an actual radius of the circle in the picture, too. Thanks! --JBL 23:21, 2 March 2010 (UTC)

Wonderful, looks beautiful, thanks! --JBL 23:58, 2 March 2010 (UTC)

"Refers to"

Hi Azjps, you've been doing a lot of nice work. I have one minor recurring complaint: you begin a lot of articles with a phrase like, "An invariant refers to ...." This doesn't make sense. There are (at least) two possible alternatives: one is, "The term invariant refers to ..." and the other is, "An invariant is ...." I personally prefer the latter, as it's substantially more direct. Anyhow, this is obviously not a huge deal, but I just thought I'd mention it. --JBL 23:38, 2 March 2010 (UTC)

Thanks for the comment, I will remember to do so. Also, not sure what I was thinking with that "r" label, haha. azjps (talk) 23:52, 2 March 2010 (UTC)

Help

I've been on this website many times before and need help with some maths questions. I wasn't sure who to ask for help, so I just chose an admin.

Well here are two problems I need help with:

1. Given five distinct points A, B, C, P, Q in the plane, no three are collinear. Prove that AB + BC + CA + PQ < AP + AQ + BP + BQ + CP + CQ. 2. (p, q) is the gcd of p and q. Find all positive integers x, y, z such that x+y = (x, y)^2 y+z = (y, z)^2 z+x = (z, x)^2

Thanks! Can you tell me a bit about how the wiki works? I'm not really sure and it's so big I don't really know what to do.