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Thoughts on Building a Connected Digital World, and Math Trivia
Wed, 11 Jun 2014 21:16:36 +0000
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Comment on #math trivia solution: The 20-student class gets the flu … by Cecile
https://modulomathy.com/2012/09/17/381/#comment-277
Wed, 11 Jun 2014 21:16:36 +0000http://modulomathy.com/?p=381#comment-277Thankfulness to my father who told me about this web site, this blog is in fact remarkable.
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Comment on #math trivia #176 solution by 176 g
https://modulomathy.com/2013/09/07/math-trivia-176-solution/#comment-182
Tue, 17 Sep 2013 09:45:17 +0000http://modulomathy.com/?p=530#comment-182176 g

Seu #math trivia #176 solution | modulomathy.com é muito legal

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Comment on #math trivia #64 solution by #math trivia #243 solution | modulomathy.com
https://modulomathy.com/2012/04/21/math-trivia-64-solution/#comment-179
Tue, 03 Sep 2013 02:24:18 +0000http://modulomathy.wordpress.com/?p=120#comment-179[…] Note also that because 9 = 32, it follows that 243 = 35 — a perfect power (base > 1 and exponent > 1). For discussion of the number of day-numbers that are perfect powers, see the answer to #64. […]
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Comment on #math trivia #168 solution by #math trivia #240 solution | modulomathy.com
https://modulomathy.com/2013/08/30/math-trivia-168-solution/#comment-178
Sat, 31 Aug 2013 02:18:03 +0000http://modulomathy.com/?p=475#comment-178[…] divisor because of there is a unique factorization of every integer into primes. (See the solution to #168 for a little more detail on how to count […]
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Comment on #math trivia #236 solution by #math trivia #237 solution | modulomathy.com
https://modulomathy.com/2013/08/27/math-trivia-236-solution/#comment-177
Wed, 28 Aug 2013 01:43:33 +0000http://modulomathy.com/?p=452#comment-177[…] 16. Similar to the solution to #236, there are at least two ways to […]
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Comment on #math trivia solution: The 20-student class gets the flu … by Visit This Link
https://modulomathy.com/2012/09/17/381/#comment-176
Tue, 11 Jun 2013 20:54:00 +0000http://modulomathy.com/?p=381#comment-176The data is rather unique.
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Comment on #math trivia #50 solution by Jared
https://modulomathy.com/2012/04/02/math-trivia-50-solution/#comment-174
Fri, 01 Mar 2013 20:41:03 +0000http://modulomathy.com/?p=64#comment-174Pretty! This was an incredibly wonderful post.

Thank you for supplying these details.

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Comment on #math trivia solution: What are the chances that a class of 20 has 10 girls and 10 boys? by marylou mcdermott
https://modulomathy.com/2012/11/19/math-trivia-solution-what-are-the-chances-that-a-class-of-20-has-10-girls-and-10-boys/#comment-173
Sat, 02 Feb 2013 00:33:18 +0000http://modulomathy.com/?p=422#comment-173This is so interesting!
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Comment on #math trivia solution: Two friends got in the same class … by #math trivia solution: What are the chances that a class of 20 has 10 girls and 10 boys? « modulomathy.com
https://modulomathy.com/2012/09/10/math-trivia-solution-two-friends-got-in-the-same-class/#comment-169
Mon, 19 Nov 2012 03:46:03 +0000http://modulomathy.com/?p=372#comment-169[…] Beyond the trivia: The above analysis assumes that every seat has an equal probability of being occupied by a girl or a boy, independent of the other seats. As a result, each of the 1,048,576 arrangements is equally likely. The “equally represented” language is a good justification for this assumption. However, if the school population is small, then the assumption will be inaccurate. For instance, suppose there are actually just 20 students in the school, including 10 girls and 10 boys. Then the class will always have 10 of each; other arrangements are impossible. A similar caveat applied when looking at the probability that two friends were seated in the same class. […]
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Comment on A Universe of Amazing Science and Technology by Adil
https://modulomathy.com/2012/09/09/a-universe-of-amazing-science-and-technology/#comment-147
Mon, 10 Sep 2012 11:18:31 +0000http://modulomathy.com/?p=369#comment-147Reblogged this on adil khan blog.
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