π blackpenredpen: Dear Jeff, Area between ln(x) and (ln(x))^2, ft. DI method
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Area between ln(x) and (ln(x))^2 | Dear Jeff
Dear Jeff, Area between ln(x) and (ln(x))^2, ft. DI method
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π Welch Labs: Self Driving Cars [S1E1: The ALV]
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Self Driving Cars [S1E1: The ALV]
PATREON: https://www.patreon.com/welchlabs
TWITTER: @welchlabs
MORE: http://www.welchlabs.com
CODE: https://github.com/stephencwelch/self_driving_cars
FURTHER READING
Original ALV Paper: http://www.cs.ucsb.edu/~mturk/Papers/ALV.pdf
Great Book on SCI: hβ¦
TWITTER: @welchlabs
MORE: http://www.welchlabs.com
CODE: https://github.com/stephencwelch/self_driving_cars
FURTHER READING
Original ALV Paper: http://www.cs.ucsb.edu/~mturk/Papers/ALV.pdf
Great Book on SCI: hβ¦
π Numberphile2: The Klein Bottle Guy (with Cliff Stoll) - Numberphile Podcast
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The Klein Bottle Guy (with Cliff Stoll) - Numberphile Podcast
Computer hackers, Klein bottles and searching for a lost teacher - Cliff Stoll is a man with stories to tell.Cliff's Klein bottle website - http://www.kleinb...
π MindYourDecisions: Solve For The Shaded Area - Challenging Geometry Problem!
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What Is The Shaded Area?
This popular problem is stumping everyone, and many, many people emailed it to me. I give extra thanks Chaitanya from India who was the first person who sent it to me. I also thank David K, Achille Hui, and Seyed who found geometric solutions to this problemβ¦
π Instituto de MatemΓ‘tica Pura e Aplicada: Programa de Mestrado: CombinatΓ³ria I - Aula 02
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Programa de Mestrado: CombinatΓ³ria I - Aula 02
Programa de Mestrado: CombinatΓ³ria I - Aula 02 Professor: Robert Morris Homepage: https://impa.br/~rob Aulas anteriores: https://goo.gl/j453Mz Conjuntos: teo...
π Dr. Peyam's Show: Derivation of cosh and sinh
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Derivation of cosh and sinh
In this video, I derive the formulas for cosh and sinh from scratch, and show that they are indeed the hyperbolic versions of sin and cos. I also explain what the input x of cosh(x) means. Included is a calculation of the integral of sqrt(x^2-1)
Note: Aβ¦
Note: Aβ¦
π blackpenredpen: Dear Aditya, A Golden Pre RMO Problem in 2017 in India
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Dear Aditya, A Golden Pre RMO Problem in 2017 in India
A fun discrete math problem! We were asked to find x so that fractional part of x, the floor of x and x are in geometric progression! Thanks to Shivam Verma for informing me that this is a Pre RMO problem, regional math olympiad 2017. VERY COOL!
brilliant.org:β¦
brilliant.org:β¦
π blackpenredpen: Integral of sqrt(lnx)
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Dear Mike, Integral of sqrt(lnx)
Thanks to mike4ty4 for suggesting this fun problem, Integral of sqrt(lnx),
Check out the imaginary error function erfi(x), https://youtu.be/zorcLisjRUI
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Check out the imaginary error function erfi(x), https://youtu.be/zorcLisjRUI
Please subscribe for more math content!
Check out my T-shirts & Hoodies: https://teespring.com/storβ¦
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Mathematical Memes for Logarithmically Scaled Teens on Facebook
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Submitted by Abdullah Khalid
Submitted by Abdullah Khalid
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