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| How much set theory is needed for geometry? | 29 Feb 2008 16:10 GMT | 5 |
I make reference to Coxeter, _Introduction to Geometry_, Wiley, Second edition. In section 12.2 _Intermediacy_ , Coxeter discusses the relation [ABC]--informally "point B is between points A and C"--and then he
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| Linear Algebra System Problem | 29 Feb 2008 05:00 GMT | 4 |
I'm looking to solve the system of linear equations as given by the augmented matrix: A:=matrix(6, 5, [1,1,0,0,a*b,1,0,1,0,a*c,1,0,0,1,a*d,0,1,1,0,b*c,0,1,0,1,b*d,0,0,1,1,c*d]);
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| JSH: Bet it all, lose it all | 29 Feb 2008 01:53 GMT | 5 |
One of my heroes is Sir Isaac Newton who it turns out was not exactly a nice guy. Later in life he had among other things the job of protecting the currency of Britain, so he could send criminals to be executed. He did his job.
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| solutions | 28 Feb 2008 21:53 GMT | 1 |
Does anyone have the solution manual for Engineering Mechanics - Dynamics, 6th Ed (J. L. Meriam, L. G. Kraige)?
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| RE: Physics Solution manual | 28 Feb 2008 18:54 GMT | 3 |
i need a solution manual for Physics for scientist and engineers by Randall D. Knight. Can you plz email it to pratik1987@gmail.com Thank you Pratik
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| Circles as primitive. | 28 Feb 2008 13:13 GMT | 3 |
I think it was Bachman (or Bolzano or Stevin) who defined real numbers as being nested intervals, which leads me to wonder if nested circles or disks could be used to define points in plane geometry. Then I recalled, or thought that I did, that Tarski had done something
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| Show that | 28 Feb 2008 09:55 GMT | 5 |
Show that any integer that is not a power of 2 can be written as the sum of consecutive integers.
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| Anyone? | 28 Feb 2008 09:53 GMT | 1 |
I'm in need as well. If anyone has a copy please post it or e-mail it to me
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| Solution to "Elements of Electromagnetics" Mathew O Sadiku 3rd edition | 28 Feb 2008 08:59 GMT | 2 |
I have solutions of few chapters (from CH3 to CH11)"Elements of Electromagnetics" Mathew O Sadiku 3rd edition its worth it..if anyone needs it contact me ! its for $15..!
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| Can someone explain this example of principle of inclusion-exclusion? | 28 Feb 2008 01:22 GMT | 5 |
Suppose 30 identical juggling balls are distributed to 5 different jugglers. A) how many ways can the balls be distributed so that each juggler receives at least three balls? B)In how many ways can the balls be distributed so that each juggler receives between 3 and 7 balls? A) I ...
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| Re: What's a 9,11,12,etc-sided figure called? | 27 Feb 2008 21:46 GMT | 1 |
Hey Ken, You may prefer enneagon, but the term nonagon goes back centuries (OED says 1688), and I bet you will find the Latin hybrid version (nonagon) in more US geometry books than enneagon. I think it's fine to say you prefer enneagon, but to say it is wrong because it is ...
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| Vector Mechanics for Engineers: Statics (8th Ed., Ferdinand P. Beer) solutions manual | 27 Feb 2008 14:29 GMT | 20 |
Vector Mechanics for Engineers: Statics (8th Ed., Ferdinand P. Beer) solutions manual. Does any one know where I can get this one please e- mail me at kidkaffen@cox.net thank you
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| Most efficient method to find a right angle (point to line) | 27 Feb 2008 12:59 GMT | 2 |
This is 2D only. Lets say you have a line AB and a point C which may or may not be on the line. In terms of computing time, what is the most efficient way to determine if C is on the line? More importantly, what is the most efficient way to tell if another line XC is possible ...
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| Re: 9, 10, 11, 12 sided figures are called..... | 26 Feb 2008 13:22 GMT | 1 |
3 triangle 4 quadrialleteral 5 pentagon 6 hexagon
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| Any good aftermaret books on using TI84 or TI89 calc? | 26 Feb 2008 02:57 GMT | 5 |
I bought a used TI84 calc.... and am a dummy at using this thing. Any good aftermarket books that are really good at training me how to use it for calculus class?
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