Lunes - Numberphile
video description
I certainly can write one if it is of interest i wrote both in the 80s and 90s, and i guess there formulas are used in CAD all the time?
Date: 2022-04-08
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Comments and reviews: 9
Misuteri
My number law for this n/n e. g 85/8585 (Number on the bottom must be bigger than number on the top or it won't work) This gets you 0. 0099009900 recurring depending on how many numbers you put in. Also the number on the top must be the same sequence on the bottom. You can have the same sequence respects over and over again but it must always be the same.
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My number law for this n/n e. g 85/8585 (Number on the bottom must be bigger than number on the top or it won't work) This gets you 0. 0099009900 recurring depending on how many numbers you put in. Also the number on the top must be the same sequence on the bottom. You can have the same sequence respects over and over again but it must always be the same.
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pluralmural
If you took every possible number between 1 and 1. 001 would you have less numbers or the same amount of possible numbers compared to every number between 1 and 3.
Because 1-3 has every number possible from the first problem plus every number between 1. 001-3. Yet the number of numbers between 1 and 1. 001 is infinite.
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If you took every possible number between 1 and 1. 001 would you have less numbers or the same amount of possible numbers compared to every number between 1 and 3.
Because 1-3 has every number possible from the first problem plus every number between 1. 001-3. Yet the number of numbers between 1 and 1. 001 is infinite.
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Dennis
Barry Mazur just seems like the type of guy who you grew up next to and never got mad when your baseball shattered one of his windows. He'd just look up from his desk and chuckle -Those darn kids. - Then he'd go right back to advancing the frontiers of mathematics.
Barry Mazur is an absolute stud.
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Barry Mazur just seems like the type of guy who you grew up next to and never got mad when your baseball shattered one of his windows. He'd just look up from his desk and chuckle -Those darn kids. - Then he'd go right back to advancing the frontiers of mathematics.
Barry Mazur is an absolute stud.
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RogerWilco
I like these episodes that show a link back to antiquity. But then Archimedes is one of my favourite mathematicians.
I really like what those ancient mathematicians were able to achieve with the limited tools they had. I would appreciate some episodes just on the history of mathematics.
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I like these episodes that show a link back to antiquity. But then Archimedes is one of my favourite mathematicians.
I really like what those ancient mathematicians were able to achieve with the limited tools they had. I would appreciate some episodes just on the history of mathematics.
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Keine
In the first construction. How do you construct the bigger figure which shall be similar to the small ones?
If it isn't possible to do this constructively and precise then this is not very special to me. I can draw a square with the same area as a circle myself if it has not to be precise.
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In the first construction. How do you construct the bigger figure which shall be similar to the small ones?
If it isn't possible to do this constructively and precise then this is not very special to me. I can draw a square with the same area as a circle myself if it has not to be precise.
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Dimitris
They are not called -lunes- but rather -meniscus- (learn to speak proper Greek you people. This proof is called -meniscus of Hippocrates- and is a small fraction of his -principia geometrica- and in fact the only part that survived up to present day.
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They are not called -lunes- but rather -meniscus- (learn to speak proper Greek you people. This proof is called -meniscus of Hippocrates- and is a small fraction of his -principia geometrica- and in fact the only part that survived up to present day.
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Naimul
Archimedes provides another example of squaring the circle which calculates the volume/area of a sphere/circle equal to 1/3 of the enclosing cube/ square. -!
He wanted it engraved on his tombstone, not without a reason, you should know Barry.
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Archimedes provides another example of squaring the circle which calculates the volume/area of a sphere/circle equal to 1/3 of the enclosing cube/ square. -!
He wanted it engraved on his tombstone, not without a reason, you should know Barry.
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Алексей
hey, numberphiles, question not related to video, sorry, but why -1--2=+2? why mutiplication\devision of two negatives gives you a positive result? is there a clear mathematical proof?
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hey, numberphiles, question not related to video, sorry, but why -1--2=+2? why mutiplication\devision of two negatives gives you a positive result? is there a clear mathematical proof?
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Tonaxysam
-Lunes- is Spanish for mondays, so all the Spanish speakers got a lot of confusion seeing the title (me included, for the english speakers is Just another weird word
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-Lunes- is Spanish for mondays, so all the Spanish speakers got a lot of confusion seeing the title (me included, for the english speakers is Just another weird word
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