| Название | : | e (Extra Footage) - Numberphile |
| Продолжительность | : | 3.13 |
| Дата публикации | : | |
| Просмотров | : | 104 rb |
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It’s a missed opportunity that they did not call this channel “Integerphile” Comment from : Meurant Botha |
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Much coooooler 😍😍😍 Comment from : George Paul |
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EEEEEEEEbrEEEbrEREEEEEbrEEEbrEEEEEEEE Comment from : Vincent Grip |
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If a boiler is producing 1388 pounds of steam per second, how many pounds of steam are in the boiler at any one instant of time? Comment from : Nelson Swanberg |
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He makes it look so easy, like a curious and particularly observant student could've come up with it given a chancebrbrBut of course it was discovered by one of the most prolific and respected mathematician's in history so it probably wasn't all that easy lol Comment from : Brandon Jeffi |
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How does it become one when n tends to infinity? Comment from : vikineo |
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I just used Taylor series Comment from : Mark Gross |
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Another way (more obvious than the way shown here which was clever) to approximate e is to use the Taylor series expansion about 1 of e^x to an arbitrary number of derivatives depending on how accurate you wish to be Comment from : Arycke |
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In my school the maths prof always called the factorial symbol 'shriek'brbrI also find it interest that there are so many ways to express 'e', be it via limits, factorials, continued fractions, etc Must be a lynchpin in mathematics when there are so many ways to come to it! Comment from : Relbl |
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I️ like how the video length is approximately equal to 2 minutes and 718 seconds Comment from : B Matt |
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Main Theme - e Comment from : MikeTheguy284 |
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In Filnland e is called Napier's number Comment from : Ari Ojala |
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That unsolved cube is rlly annoying Comment from : Jatt Prime |
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A great mathematician once wrote, naughty, naughty, very naughty Comment from : Cowboymeisje |
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You can also use Taylor Series to get that result Comment from : kieransquared |
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I learned about binomial theorem and natural logarithm before watching this video, but I've never thought there were any relations between those two This was quite informative! Comment from : 유형준 |
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