|
|
Conferences The CTK Exchange Thoughts and Suggestions |
| |
Discussion Topic |
Author |
Last Updated Date/Author |
Replies |
 |
Number of Factors of an Integer Even Alexander nods! You say: "there is no integer with exactly 48 factors".
294912 = 2^15*3^2 is the smallest such number.
... |
quodlibet  |
May-19-11 06:36 AM by alexb |
1
|
 |
Typo in function Reference: http://www.cut-the-knot.org/recurrence/guess.shtml#solution
Issue: Near the bottom, Penrose's sequence: the func... |
Andrew M-O  |
May-12-11 10:51 PM by alexb |
1
|
 |
Bear born on Tuesday problem The problem was originally stated as:
"If, say, it is known that one of the bears is a male born on a Tuesday, what is the probability ... |
Julian Franklin  |
May-03-11 10:11 PM by Jon Hughes |
11
|
 |
Trigonometric proof of the Pythagorean Theorem While I find Jason Zimba's proof interesting, I am puzzled why it should have taken so long for someone to cast a proof of the Pythagorean Theorem... |
jdawson |
Apr-03-11 10:48 PM by alexb |
1
|
 |
Can't run java applets Page ChebyshevTest.shtml offers two java applets that do not run on any reasonable security setting of IE8, even if I list your site as a trusted in... |
David W  |
Mar-14-11 03:13 PM by alexb |
1
|
 |
Cantor Set Do you really need compactness in the first proof that C - C = ?
It seems to me that {Bi} and {Ci} converge on their own...
Ref... |
Paolo Di Muccio  |
Feb-18-11 11:46 AM by alexb |
9
|
 |
Trigonometric proof of Pythagorean theorem (proof 84). What is actually meant by trigonometric proof of Pythagorean theorem?
Trigonometric functions are defined in analysis by infinite series. All of t... |
Janez Lesjak  |
Feb-08-11 07:41 PM by alexb |
3
|
 |
Small error in the proof for the Bernstein-Schroder theorem
In property (3) of the lemma you have:
Y = f(X) U (B - f(X))
When I think you intended the Y to be B.... |
kmdmkmd  |
Jan-17-11 11:53 PM by alexb |
1
|
 |
Isoperimetric inequality I very much enjoyed your page on the Isoperimetric inequality (http://www.cut-the-knot.org/do_you_know/isoperimetric.shtml). I had a lo... |
Jonathan  |
Jan-14-11 08:24 AM by alexb |
1
|
 |
Drawing matches The page on conditional probability calculates probabilities of drawing the short match. Among other things, there are several fraction divisions th... |
Alexei  |
Jan-14-11 07:53 AM by alexb |
2
|
 |
Huntington-Hill's voting method I have a problem about the voting method Huntington-Hill's disucss in this website.
It seems that under the rule of this method, even if a pa... |
mathlover  |
Nov-16-10 03:28 PM by mathlover |
2
|
 |
Missing expression in a proof Dear Alex,
it's on the page:
http://www.cut-the-knot.org/wiki-math/index.php?n=MathematicalOlympiads.USA1984Problem1
%... |
C. Reineke  |
Oct-07-10 02:19 PM by alexb |
5
|
 |
error in 'Ceva's Theorem: A Matter of Appreciation' Stumbled across this site and hit some semi-random pages with great interest. However, I found what I think is an error in "Ceva's Theorem: A... |
Wayne  |
Oct-03-10 12:20 PM by alexb |
1
|
 |
Missing Java Class File? The Java applet at http://www.cut-the-knot.org/Curriculum/Geometry/PossibleImpossible.shtml, doesn't work for me.
The Java console t... |
Odinsonnah  |
Oct-01-10 02:44 PM by alexb |
1
|
 |
Properties of GCD and LCM: Lemma proof I'm confused by the proof of the Lemma for the Chinese Remainder Theorem on the page titled "Properties of GCD and LCM." The Lemma is (or the... |
John  |
Sep-26-10 10:08 AM by alexb |
2
|
 |
Pondering the Delian Problem Hi, I was just reading the article on showing that the Delian problem is solvable and wondered about a few things. I was hoping that someone could e... |
Ian  |
Sep-10-10 11:18 AM by alexb |
1
|
 |
100 Prisoners and a Light Bulb puzzle
[View All]
Hi, the solution provided for this puzzle - both yours and Stuart Andersen's (http://www.cut-the-knot.org/Probability/LightBulbs.shtml... |
Arie Nimkovsky  |
Sep-10-10 11:01 AM by nightrider |
22
|
 |
Proof of the Pythagorean Theorem (and Law of Cosines) I thought you might be interested in (yet) another proof of the Pythagorean Theorem, but I wasn't sure where to post it.
Actually, wha... |
Don McConnell  |
Sep-08-10 10:33 AM by mr_homm |
15
|
 |
Desargues flaw Dear Alex
There seems to be a flaw in the second part of the proof:
"The proof above then applies to the triangles A1B1C1' and A2B2C2'... |
acco |
Sep-07-10 06:50 PM by alexb |
16
|
 |
Josephus Flavius Simple Solution There is a much easier way to solve the Josephus Flavius puzzle than any of the webpages.
Note:
This solution references the starting positio... |
Modular Math  |
Aug-17-10 11:53 PM by Modular Math |
0
|
 |
Maximum Area Property of Equilateral Triangles Dear Alex,
The message is related Maximum Area Property of Equilateral Triangles:
http://www.cut-the-knot.org/triangle/InscribedE... |
Bui Quang Tuan |
Aug-11-10 11:53 PM by Bui Quang Tuan |
0
|
 |
Computer error Dear Alex,
the article on the page
http://www.cut-the-knot.org/arithmetic/algebra/Scott.shtml
is very interesting, but ... |
C. Reineke  |
Jul-09-10 08:35 AM by alexb |
8
|
 |
Newton & Roots Hello everybody!
I found this one => http://www.cut-the-knot.org/wiki-math/index.php?n=Calculus.ApproximationOfRoots
on your W... |
John Ungar  |
Jun-28-10 08:54 AM by C. Reineke |
2
|
 |
Irrational numbers Dear Alex,
yesterday I came across your page:
http://www.cut-the-knot.org/do_you_know/irrat.shtml
Noone seems to notice t... |
C. Reineke  |
Jun-24-10 08:01 AM by alexb |
1
|
 |
Pentagon Approximation Credited to Durer The construction of an approximate pentagon from a vesica (as in page http://www.cut-the-knot.org/pythagoras/DurerPentagon.shtml) is oft... |
Dave Blake  |
Jun-21-10 09:21 AM by alexb |
3
|
 |
Another Solution For Cutting Triangles off Regular Hexagon Dear Alex,
May be following my solution for problem "Cutting Triangles off Regular Hexagon":
http://www.cut-the-knot.org/tri... |
Bui Quang Tuan |
Jun-16-10 02:45 PM by alexb |
6
|
 |
Two typos in a proof Dear Alex,
the typos are on the page:
http://www.cut-the-knot.org/wiki-math/index.php?n=MathematicalOlympiads.AMO2010Probl... |
C.Reineke  |
Jun-14-10 01:14 PM by alexb |
1
|
 |
Impossible to find circle center with only a straightedge? Two questions:
Exactly how is the given circle identified without identifying a center point or a point whose distance from the center point re... |
bennettjw |
Apr-12-10 12:52 PM by alexb |
4
|
 |
Error on Proofreading page http://www.cut-the-knot.org/Probability/Proofreading.shtml
There's a reference to "Earnst" Rutherford - the name is Ernest.
... |
Matt Westwood |
Mar-11-10 06:22 PM by alexb |
1
|
 |
Parallel Lines and Similar Triangles http://www.cut-the-knot.org/Curriculum/Geometry/ParallelLinesAndSimilarTriangles.shtml
"The problem is: in ΔABC draw l... |
Michelle  |
Mar-09-10 11:18 AM by alexb |
1
|