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CloudComplex's Curious Conundrums | Just another WordPress.com weblog

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CloudComplex's Curious Conundrums | Just another WordPress.com weblog | cloudcomplex.wordpress.com Reviews
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1 such that
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CloudComplex's Curious Conundrums | Just another WordPress.com weblog | cloudcomplex.wordpress.com Reviews

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June | 2009 | CloudComplex's Curious Conundrums

https://cloudcomplex.wordpress.com/2009/06

CloudComplex’s Curious Conundrums. Just another WordPress.com weblog. Archive for June, 2009. June 26, 2009. Be a sequence of natural numbers such that. Here, it helps a bunch that we know that. It gives us something clear and simple to aim for. The equation they gave us is also easy to work with, as we can plug in variables as well. Now we have shown that. Is a multiple of n for all n. So we can write:. For some integer b. For some integer n and i. Is there a nice value of i which works? Let i = bn!

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July | 2009 | CloudComplex's Curious Conundrums

https://cloudcomplex.wordpress.com/2009/07

CloudComplex’s Curious Conundrums. Just another WordPress.com weblog. Archive for July, 2009. AIME – Number Theory. July 21, 2009. I’m going to outline my thought process for going through a problem, perhaps somebody will find it helpful. At times it’s at the point of rambling and such, but reviewing my thought process helps me refine it. Consider the sequence of integers. Find the maximum value of. I began by expression the two consecutive terms algebraically, which are:. We have that G must divide.

3

December | 2009 | CloudComplex's Curious Conundrums

https://cloudcomplex.wordpress.com/2009/12

CloudComplex’s Curious Conundrums. Just another WordPress.com weblog. Archive for December, 2009. December 8, 2009. Prove that any bounded sequence of real numbers has a convergent sub sequence. (A sub sequence is acquired from a sequence by deleting any number of entries without changing the order of the entries. I’m not sure if this solution works or not, but it’s what I came up with! We have, for some real a and b, that. For all n. Let’s call the range of this sequence. It divides our sequence. So we ...

4

PUTNAM!!! | CloudComplex's Curious Conundrums

https://cloudcomplex.wordpress.com/2009/12/07/putnam

CloudComplex’s Curious Conundrums. Just another WordPress.com weblog. Laquo; Putnam – Algebra. December 7, 2009. 8230;was an epic fail for me the other day. I only got A1 and B1. So the most I can get is a 20. T T. On the bright side, it means I’m going to be posting on here more often, because now I’m motivated to work harder! However finals are coming up, so not until Christmas time. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:.

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November | 2009 | CloudComplex's Curious Conundrums

https://cloudcomplex.wordpress.com/2009/11

CloudComplex’s Curious Conundrums. Just another WordPress.com weblog. Archive for November, 2009. Putnam – Algebra. November 20, 2009. Prove that there are only a finite number of possibilities for the ordered triple. Are complex numbers satisfying the simultaneous equations:. And list all such triples. This works out quite nicely. If we expand the product in each and subtract the squared term of each, we can factor as such (I’m not going to show it all):. The fact that we have a triple equality! Meaning...

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Math stuff and other things...but mostly math.: April 2009

http://lordoflawl.blogspot.com/2009_04_01_archive.html

Math stuff and other things.but mostly math. This is my last post on this blog. It stopped supporting LaTeX, so I got annoyed having to manually render upload pictures. The new blog can be found at:. Http:/ cloudcomplex.wordpress.com. Once I figure out how, I'll import all these posts over. Posted by Lord of Lawl.

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Math stuff and other things...but mostly math.: THE END

http://lordoflawl.blogspot.com/2009/04/end.html

Math stuff and other things.but mostly math. This is my last post on this blog. It stopped supporting LaTeX, so I got annoyed having to manually render upload pictures. The new blog can be found at:. Http:/ cloudcomplex.wordpress.com. Once I figure out how, I'll import all these posts over. Posted by Lord of Lawl. 27 February 2010 at 02:22. 志不立,天下無可成之事。 . 17 March 2010 at 22:13. 29 March 2010 at 02:37. 17 April 2010 at 02:28. 人必須心懷希望,才會活的快樂,日子才過得充實,有意義,有朝氣,有信心。 . 30 April 2010 at 18:50. 時間就是塑造生命的材料&#1229...

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CloudComplex's Curious Conundrums | Just another WordPress.com weblog

CloudComplex’s Curious Conundrums. Just another WordPress.com weblog. Putnam 2012 A1 – Sequences. November 14, 2013. Be real numbers in the open interval. Show that there exist distinct indices. Are the side lengths of an acute triangle. Putnam Exam 2012, Problem A1). If you remember some basic geometry, this problem isn’t very difficult. A triangle with sides. For any permutation of. This is all we have to work with, so we should assume that this does not hold for any combination of the. January 1, 2010.

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