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a MaTh ShArInG bLoGThu, 23 Mar 2017 01:27:15 +0000hourly1http://wordpress.com/Comment on Fibonacci Number & Golden Ratio by kelvinella
https://mathgarage.wordpress.com/2017/03/22/fibonacci-number-golden-ratio/comment-page-1/#comment-350
Thu, 23 Mar 2017 01:27:15 +0000http://mathgarage.wordpress.com/?p=1342#comment-350Looking forward to your post.
]]>Comment on Fibonacci Number & Golden Ratio by ficetea
https://mathgarage.wordpress.com/2017/03/22/fibonacci-number-golden-ratio/comment-page-1/#comment-349
Thu, 23 Mar 2017 00:29:20 +0000http://mathgarage.wordpress.com/?p=1342#comment-349Ha! One of the posts I’m in the middle of writing right now is about approximating the golden ratio, looks like you beat me to it. I’ll finish mine anyway, the approach is different ðŸ˜€ cool stuff
]]>Comment on Einstein’s Five House Riddle by Brittany S. Atkinson
https://mathgarage.wordpress.com/2017/03/15/einsteins-five-house-riddle/comment-page-1/#comment-348
Sun, 19 Mar 2017 13:44:41 +0000http://mathgarage.wordpress.com/?p=1334#comment-348Hi,

]]>Comment on proving Heron’s formula by complex number by Jim
https://mathgarage.wordpress.com/2013/01/20/proving-herons-formula-by-complex-number/comment-page-1/#comment-285
Tue, 02 Feb 2016 18:43:03 +0000http://mathgarage.wordpress.com/?p=433#comment-285The origin of the proof is not unknown. As the image file suggests, this proof was discovered by Miles Edwards. It was published in the American Mathematical Monthly in December 2007.
]]>Comment on the sum of all natural numbers is negative one-twelfth? by Garrett Van Cleef
https://mathgarage.wordpress.com/2012/11/16/the-sum-of-all-natural-numbers-is-negative-one-twelfth/comment-page-1/#comment-260
Tue, 25 Aug 2015 08:21:57 +0000http://mathgarage.wordpress.com/?p=242#comment-260Problem is you are using partial sums, which not the same thing as infinity as a whole. Using partial sums is fine for convergent series, but is not valid for divergent series.
]]>Comment on the sum of all natural numbers is negative one-twelfth? by Garrett Van Cleef
https://mathgarage.wordpress.com/2012/11/16/the-sum-of-all-natural-numbers-is-negative-one-twelfth/comment-page-1/#comment-259
Tue, 25 Aug 2015 08:20:03 +0000http://mathgarage.wordpress.com/?p=242#comment-2591-1+1-1+1-… is actually the limit xi(0)=-zeta(0)=1/2 which is why this value is accepted.
]]>Comment on approximating square root of nature numbers with Pell’s equation by Ellis Pearson
https://mathgarage.wordpress.com/2012/12/21/approximating-square-root-of-nature-numbers-with-pells-equation/comment-page-1/#comment-195
Sun, 22 Jun 2014 15:14:32 +0000http://mathgarage.wordpress.com/?p=398#comment-195is there a way to find x(0) and y(0) without trial and error?
]]>Comment on Why do mathematicians always confuse Halloween and Christmas? by marathi ukhane
https://mathgarage.wordpress.com/2012/10/30/why-do-mathematicians-always-confuse-halloween-and-christmas/comment-page-1/#comment-187
Wed, 14 May 2014 09:52:37 +0000http://mathgarage.wordpress.com/2012/10/30/why-do-mathematicians-always-confuse-halloween-and-christmas/#comment-187site actually. Gone to my favourites. Thanks for creation.
]]>Comment on the sum of all natural numbers is negative one-twelfth? by Asad Mirza
https://mathgarage.wordpress.com/2012/11/16/the-sum-of-all-natural-numbers-is-negative-one-twelfth/comment-page-1/#comment-175
Wed, 12 Mar 2014 22:43:00 +0000http://mathgarage.wordpress.com/?p=242#comment-175That’s just it no supercomputer could add up an infinite amount of natural numbers, nothing can, which is why you have to use these methods to get to the answer.
]]>Comment on the sum of all natural numbers is negative one-twelfth? by Wang Kerr
https://mathgarage.wordpress.com/2012/11/16/the-sum-of-all-natural-numbers-is-negative-one-twelfth/comment-page-1/#comment-165
Sat, 25 Jan 2014 22:51:20 +0000http://mathgarage.wordpress.com/?p=242#comment-165Hmmm what worries me is that if I take a supercomputer and do the sum it will diverge pretty quick and certainly will never be negative.
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