ishan (@usrbinishan) header
ishan (@usrbinishan) profile picture

21. feels like home. so long our work is not over. IL-BLR-ISK-HYD-BLR-DXB-WA-IN-?? @hestabbedhim

purdueee
Joined November 2018
Photo by ishan (@usrbinishan)Photo by ishan (@usrbinishan)Photo by ishan (@usrbinishan)Photo by ishan (@usrbinishan)Photo by ishan (@usrbinishan)Photo by ishan (@usrbinishan)Photo by ishan (@usrbinishan)Photo by ishan (@usrbinishan)Photo by ishan (@usrbinishan)Photo by ishan (@usrbinishan)
would you really rather choose safe things like. restaurant. or. chocolate. or. idk. whatever
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Replying to @ariellelok
AWWWWW hi michael mac and arielle
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Replying to @felpix_
quantum: learn how the world actually works
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i think to someone who hates math, the power and beauty of math is demonstrated by questioning something "simple"
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Replying to @mouse_math
commutativity of multiplication or proof by induction of first n odd numbers adding to n^2 or if they are CS-y: why best possible comparison sort algo is O(n log n)
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Replying to @lemire
very cool. why benchmark with S&P 100 instead of 500?
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Replying to @aidenybai
oh man.. that's difficult. :( i hope you have people taking care of u. hope you've been getting enough sunlight. feel better bro
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Replying to @konstiwohlwend
is 0 arbitrarily even? lets see. suppose we let 0 be odd. we know odd + even = odd. therefore, 0 + 4 should be odd. but 0 + 4 is 4 which is even. so, 0 is not odd. the only way to disagree with the reasoning here is if you don't agree with odd + even = odd.
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i like ur puns punny man
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Replying to @MrNeilScott
fantastic
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i like it. good job to your son. please encourage him to develop more of his math. he can be an acromathematician
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Replying to @abinayaaaa
what is it
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amazingly he was once donkey kong world champion too lol
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i learned calculus from steve wiebe at redmond high school in washington state: @stevewiebedk
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those are for finding the min or max of some function. for example, if we want the min, we want to find the “valleys”, right? of course the bottom of the valley or the top of a hill will have slope 0 so you solve for f’(x) = 0 to find which x is bottom of valley or top of hill
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friend, name one number that exists between 0.999… and 1. if they are different, then a number in between must exist!
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