-
Terence Tao Teaches Mathematical Thinking | Official Trailer | MasterClass
A MacArthur Fellow and Fields Medal winner, Terence Tao was studying university-level math by age 9. Now the “Mozart of Math” is breaking down his approach to everyday problem-solving—without complex equations or formulas. Learn how to deconstruct challenges, use storytelling as a tool, and discover solutions, whether you’re trying to level up in a computer game or just want to make sure you catch your plane on time.
Learn more about Terence Tao’s MasterClass at https://mstr.cl/3qWScTn.
With breakthrough research in harmonic analysis, combinatorics, partial differential equations, and analytic number theory, Terence Tao has been counted as the “Mozart of Math” by fellow mathematicians. He’s also been honored with the Fields Medal, considered the Nobel Prize of mathematics; the Riemann P...
published: 27 Jan 2022
-
American Mathematical Society Printing Process
A look into our printing process here in Rhode Island. Featuring Abstract Algebra: An Integrated Approach, by Joseph H. Silverman
Available here: https://bookstore.ams.org/view?ProductCode=AMSTEXT/55
published: 14 Feb 2023
-
infinity (Winning College Entry - 2023 Math Poetry Contest)
Listen to the college level winner River Oxenrieder’s poem, infinity, and order the free poster for your classroom today!
https://ebus.ams.org/ebus/Default.aspx?TabID=251&productId=1342115946
More info: https://www.ams.org/programs/students/math-poetry
published: 25 Apr 2023
-
TSTM & TNP Olympiad | Bihar Mathematical Society | By - Prof. Vijay Kumar
For more information,
Please visit
http://bmsbihar.org/
published: 02 Jan 2021
-
Mathematics 2023: Your Daily Epsilon of Math Wall Calendar
Let the AMS help you prepare for 2023! Learn more about Mathematics 2023: Your Daily Epsilon of Math
Wall Calendar, by mathematicians Rebecca Rapoport and Dean Chung, and get your own at https://bookstore.ams.org/mbk-144/.
Keep your mind sharp all year long with Mathematics 2023: Your Daily Epsilon of Math, a 12" x 12" wall calendar featuring a new math problem every day and 12 beautiful math images!
$18.00 (AMS member price: $14.40 / MAA member price: $16.20).
Music: Bensound
published: 30 Nov 2022
-
The Oldest Unsolved Problem in Math
Do odd perfect numbers exist? Head to https://brilliant.org/veritasium to start your free 30-day trial, and the first 200 people get 20% off an annual premium subscription.
If you’re looking for a molecular modeling kit, try Snatoms, a kit I invented where the atoms snap together magnetically - https://ve42.co/SnatomsV
A massive thank you to Prof. Pace Nielsen for all his time and help with this video.
A big thank you to Dr. Asaf Karagila, Pascal Ochem, Prof. Tianxin Cai, and Prof. William Dunham for their expertise and help.
To try GIMPS out yourself: https://ve42.co/GIMPS
These sources were particularly helpful:
Perfect numbers via MacTutor - https://ve42.co/MTPerfect
Cai, T. (2022). Perfect numbers and fibonacci sequences. World Scientific. - https://ve42.co/Cai2022
Dunham, W. ...
published: 08 Mar 2024
-
[PMO Tutorial #17] Fermat's Little Theorem - Number Theory
What is the remainder when 7^(2023) is divided by 11? Using Fermat's Little Theorem, we can deduce that 7^(10) has remainder 1 when divided by 11. By modular arithmetic, 7^(2020) = (7^(10))^(202) has remainder 1^(202)=1 when divided by 11. Thus, we need only find the remainder of 7^3, which is 2. Therefore, 7^(2023) has remainder 1*2=2 when divided by 11.
In this video, Hazel Joy Shi, MOSC Trainer and former PMO National Finalist, uses Fermat's Little Theorem to solve some PMO problems.
This is the continuation of her earlier video on Euler's Theorem https://youtu.be/Ch2sNd1cOmc which was posted also on Feb. 27 exactly one year ago.
published: 27 Feb 2023
-
Engineering Mathematical Society 13
This video represents as my gratitude to all my co-officers in EMS S.Y. 2011-2012.
"Our relationship, our shared support, our consistency, is unrivaled by any other connection."
published: 08 Jul 2012
-
Communications of the AMS
Communications of the American Mathematical Society (CAMS) is a new, diamond open access journal designed to provide a home for the very best research and review articles across all areas of mathematics. CAMS is a natural home for both pure and applied mathematics, presenting a window into a holistic view of mathematics and its applications to a wide range of disciplines. The AMS expects the journal to be a diverse and inclusive home for mathematicians around the world in support of emerging research. For more information, visit the journal's webpage at https://www.ams.org/CAMS.
Music by Bensound
published: 15 Sep 2022
-
AMS Math Game Championship 2020 Semifinal One Question 2
The second question from the first semifinal of the 2020 Who Wants to Be a Mathematician Championship at the Joint Mathematics Meetings in Denver. Luke explains his answer. Music: www.bensound.com.
published: 06 Mar 2020
2:10
Terence Tao Teaches Mathematical Thinking | Official Trailer | MasterClass
A MacArthur Fellow and Fields Medal winner, Terence Tao was studying university-level math by age 9. Now the “Mozart of Math” is breaking down his approach to e...
A MacArthur Fellow and Fields Medal winner, Terence Tao was studying university-level math by age 9. Now the “Mozart of Math” is breaking down his approach to everyday problem-solving—without complex equations or formulas. Learn how to deconstruct challenges, use storytelling as a tool, and discover solutions, whether you’re trying to level up in a computer game or just want to make sure you catch your plane on time.
Learn more about Terence Tao’s MasterClass at https://mstr.cl/3qWScTn.
With breakthrough research in harmonic analysis, combinatorics, partial differential equations, and analytic number theory, Terence Tao has been counted as the “Mozart of Math” by fellow mathematicians. He’s also been honored with the Fields Medal, considered the Nobel Prize of mathematics; the Riemann Prize; the Bolyai Prize; and more than 25 other math and science awards for his contributions and research.
In this class, the UCLA professor teaches you how to use math to make your life better. Explore Dr. Tao’s process for using mathematical thinking to simplify and solve day-to-day challenges—without completing a single page of homework.
Lessons in this online class include:
• Terence Tao’s Journey
• Demystifying Math
• Math in Your Everyday Life
• Choosing the Problem to Solve
• Solving Problems With Story
• Transforming Problems
• Games, Cheats, and Puzzles
• Math Fails
• Stumped: Navigating Roadblocks
• Finding Strength in Numbers
• Onward: The Constant Evolution of Math
More from MasterClass:
• Garry Kasparov Teaches Chess: masterclass.com/gk
• Robin Arzón Teaches Mental Strength: masterclass.com/ra
• Neil deGrasse Tyson Teaches Scientific Thinking and Communication: masterclass.com/ndt
About MasterClass:
MasterClass is the streaming platform where anyone can learn from the world’s best. With an annual membership, subscribers get unlimited access to instructors and classes across a wide range of subjects. Stream thousands of lessons anywhere, anytime, on mobile, desktop, and TV.
• Subscribe: https://mstr.cl/30SH1wj
• Facebook: https://www.facebook.com/masterclassofficial
• Instagram: https://www.instagram.com/masterclass
• Twitter: https://www.twitter.com/masterclass
#MasterClass #TerenceTao #DrTerenceTao #mathematicalthinking #math #problemsolving
https://wn.com/Terence_Tao_Teaches_Mathematical_Thinking_|_Official_Trailer_|_Masterclass
A MacArthur Fellow and Fields Medal winner, Terence Tao was studying university-level math by age 9. Now the “Mozart of Math” is breaking down his approach to everyday problem-solving—without complex equations or formulas. Learn how to deconstruct challenges, use storytelling as a tool, and discover solutions, whether you’re trying to level up in a computer game or just want to make sure you catch your plane on time.
Learn more about Terence Tao’s MasterClass at https://mstr.cl/3qWScTn.
With breakthrough research in harmonic analysis, combinatorics, partial differential equations, and analytic number theory, Terence Tao has been counted as the “Mozart of Math” by fellow mathematicians. He’s also been honored with the Fields Medal, considered the Nobel Prize of mathematics; the Riemann Prize; the Bolyai Prize; and more than 25 other math and science awards for his contributions and research.
In this class, the UCLA professor teaches you how to use math to make your life better. Explore Dr. Tao’s process for using mathematical thinking to simplify and solve day-to-day challenges—without completing a single page of homework.
Lessons in this online class include:
• Terence Tao’s Journey
• Demystifying Math
• Math in Your Everyday Life
• Choosing the Problem to Solve
• Solving Problems With Story
• Transforming Problems
• Games, Cheats, and Puzzles
• Math Fails
• Stumped: Navigating Roadblocks
• Finding Strength in Numbers
• Onward: The Constant Evolution of Math
More from MasterClass:
• Garry Kasparov Teaches Chess: masterclass.com/gk
• Robin Arzón Teaches Mental Strength: masterclass.com/ra
• Neil deGrasse Tyson Teaches Scientific Thinking and Communication: masterclass.com/ndt
About MasterClass:
MasterClass is the streaming platform where anyone can learn from the world’s best. With an annual membership, subscribers get unlimited access to instructors and classes across a wide range of subjects. Stream thousands of lessons anywhere, anytime, on mobile, desktop, and TV.
• Subscribe: https://mstr.cl/30SH1wj
• Facebook: https://www.facebook.com/masterclassofficial
• Instagram: https://www.instagram.com/masterclass
• Twitter: https://www.twitter.com/masterclass
#MasterClass #TerenceTao #DrTerenceTao #mathematicalthinking #math #problemsolving
- published: 27 Jan 2022
- views: 13329620
1:37
American Mathematical Society Printing Process
A look into our printing process here in Rhode Island. Featuring
Abstract Algebra: An Integrated Approach, by Joseph H. Silverman
Available here: https://bookst...
A look into our printing process here in Rhode Island. Featuring
Abstract Algebra: An Integrated Approach, by Joseph H. Silverman
Available here: https://bookstore.ams.org/view?ProductCode=AMSTEXT/55
https://wn.com/American_Mathematical_Society_Printing_Process
A look into our printing process here in Rhode Island. Featuring
Abstract Algebra: An Integrated Approach, by Joseph H. Silverman
Available here: https://bookstore.ams.org/view?ProductCode=AMSTEXT/55
- published: 14 Feb 2023
- views: 717
1:25
infinity (Winning College Entry - 2023 Math Poetry Contest)
Listen to the college level winner River Oxenrieder’s poem, infinity, and order the free poster for your classroom today!
https://ebus.ams.org/ebus/Default.aspx...
Listen to the college level winner River Oxenrieder’s poem, infinity, and order the free poster for your classroom today!
https://ebus.ams.org/ebus/Default.aspx?TabID=251&productId=1342115946
More info: https://www.ams.org/programs/students/math-poetry
https://wn.com/Infinity_(Winning_College_Entry_2023_Math_Poetry_Contest)
Listen to the college level winner River Oxenrieder’s poem, infinity, and order the free poster for your classroom today!
https://ebus.ams.org/ebus/Default.aspx?TabID=251&productId=1342115946
More info: https://www.ams.org/programs/students/math-poetry
- published: 25 Apr 2023
- views: 1173
1:11
Mathematics 2023: Your Daily Epsilon of Math Wall Calendar
Let the AMS help you prepare for 2023! Learn more about Mathematics 2023: Your Daily Epsilon of Math
Wall Calendar, by mathematicians Rebecca Rapoport and Dean...
Let the AMS help you prepare for 2023! Learn more about Mathematics 2023: Your Daily Epsilon of Math
Wall Calendar, by mathematicians Rebecca Rapoport and Dean Chung, and get your own at https://bookstore.ams.org/mbk-144/.
Keep your mind sharp all year long with Mathematics 2023: Your Daily Epsilon of Math, a 12" x 12" wall calendar featuring a new math problem every day and 12 beautiful math images!
$18.00 (AMS member price: $14.40 / MAA member price: $16.20).
Music: Bensound
https://wn.com/Mathematics_2023_Your_Daily_Epsilon_Of_Math_Wall_Calendar
Let the AMS help you prepare for 2023! Learn more about Mathematics 2023: Your Daily Epsilon of Math
Wall Calendar, by mathematicians Rebecca Rapoport and Dean Chung, and get your own at https://bookstore.ams.org/mbk-144/.
Keep your mind sharp all year long with Mathematics 2023: Your Daily Epsilon of Math, a 12" x 12" wall calendar featuring a new math problem every day and 12 beautiful math images!
$18.00 (AMS member price: $14.40 / MAA member price: $16.20).
Music: Bensound
- published: 30 Nov 2022
- views: 2494
31:33
The Oldest Unsolved Problem in Math
Do odd perfect numbers exist? Head to https://brilliant.org/veritasium to start your free 30-day trial, and the first 200 people get 20% off an annual premium s...
Do odd perfect numbers exist? Head to https://brilliant.org/veritasium to start your free 30-day trial, and the first 200 people get 20% off an annual premium subscription.
If you’re looking for a molecular modeling kit, try Snatoms, a kit I invented where the atoms snap together magnetically - https://ve42.co/SnatomsV
A massive thank you to Prof. Pace Nielsen for all his time and help with this video.
A big thank you to Dr. Asaf Karagila, Pascal Ochem, Prof. Tianxin Cai, and Prof. William Dunham for their expertise and help.
To try GIMPS out yourself: https://ve42.co/GIMPS
These sources were particularly helpful:
Perfect numbers via MacTutor - https://ve42.co/MTPerfect
Cai, T. (2022). Perfect numbers and fibonacci sequences. World Scientific. - https://ve42.co/Cai2022
Dunham, W. (2022). Euler: The master of us all (Vol. 22). American Mathematical Society. - https://ve42.co/Dunham2022
▀▀▀
References:
https://www.youtube.com/watch?v=T0xKHwQH-4I&pp=ygUPcGVyZmVjdCBudW1iZXJz
https://www.youtube.com/watch?v=q8n15q1v4Xo&pp=ygUPcGVyZmVjdCBudW1iZXJz
Dickson, L. E. (1919). History of the Theory of Numbers.. (Vol. 1). Carnegie Institution of Washington.
Knill, O. (2007). The oldest open problem in mathematics. NEU Math Circle, December2. - https://ve42.co/Knill2007
Perfect number via Wikipedia - https://ve42.co/WikiPerfect
Introduction to Arithmetic via HalthiTrust - https://ve42.co/IntroArithmetic
Nicomachus of Gerasa via MacTutor - https://ve42.co/MTNicomachus
Sonja, B. (1988). The First Perfect Numbers and Three Types of Amicable Numbers in a Manuscript on Elementary Number Theory by Ibn Fellûs. Erdem, c. IV, 11. - https://ve42.co/Sonja1988
Ibn Fallus via Wikipedia - https://ve42.co/WikiFallus
Mersenne prime via Wikipedia - https://ve42.co/WikiMP
List of Known Mersenne Prime Numbers - https://ve42.co/ListOfMP
Marin Mersenne via MacTutor - https://ve42.co/MTMersenne
Leonhard Euler via Wikipedia - https://ve42.co/WikiEuler
Frank Nelson Cole via Wikipedia - https://ve42.co/WikiFNCole
GIMPS History via Mersenne.org - https://ve42.co/GIMPSHistory
EFF Cooperative Computing Awards via EFF - https://ve42.co/EFFAwards
Jonathan Pace via Primewiki - https://ve42.co/PWikiPace
Book with just one number sells out in Japan via BastillePost - https://ve42.co/PrimeBook
Predicted distribution of Mersenne primes via John D. Cook - https://ve42.co/JDCookMP
Euler’s Odd Perfect Numbers Theorem via Cantor's Paradise - https://ve42.co/EulerOPN
A Perfect (Math) Mystery via Medium - https://ve42.co/Machado2024
Brent, R. P., Cohen, G. L., & te Riele, H. J. (1991). Improved techniques for lower bounds for odd perfect numbers. Mathematics of Computation, 57(196), 857-868. - https://ve42.co/Brent1991
Ochem, P., & Rao, M. (2012). Odd perfect numbers are greater than 10¹⁵⁰⁰. Mathematics of Computation, 81(279), 1869-1877. - https://ve42.co/Ochem2012
Mathematicians Open a New Front on an Ancient Number Problem via Quantamagazine - https://ve42.co/QuantaSpoofs
Descartes number via Wikipedia - https://ve42.co/WikiDescartesNumber
Andersen, N., Durham, S., Griffin, M. J., Hales, J., Jenkins, P., Keck, R., ... & Wu, D. (2022). Odd, spoof perfect factorizations. Journal of Number Theory, 234, 31-47. - https://ve42.co/Andersen2022
Pomerance’s Heuristic that Odd Perfect Numbers are Unlikely via OddPerfect.org - https://ve42.co/Heuristic
Images & Video:
Clip of Piergiorgio Odifreddi - https://www.youtube.com/watch?v=y0paHEA8-gA
Euclid’s Elements 1 via Claymath - https://ve42.co/CM1
Euclid’s Elements 2 via Claymath - https://ve42.co/CM2
Euclid’s Elements 3 via Claymath - https://ve42.co/CM3
Diophanti - https://ve42.co/Diophanti
Gauss book - https://ve42.co/GaussDis
Euler’s Archive 1 - https://ve42.co/Euler1
Euler’s Archive 2 - https://ve42.co/Euler2
▀▀▀
Special thanks to our Patreon supporters:
Anton Ragin, Balkrishna Heroor, Bertrand Serlet, Bill Linder, Blake Byers, Burt Humburg, Chris Harper, Dave Kircher, David Johnston, Diffbot, Evgeny Skvortsov, Garrett Mueller, Gnare, I.H., John H. Austin, Jr., john kiehl, Josh Hibschman, Juan Benet, KeyWestr, Lee Redden, Marinus Kuivenhoven, Matthias Wrobel, Max Paladino, Meekay, meg noah, Michael Krugman, Orlando Bassotto, Paul Peijzel, Richard Sundvall, Sam Lutfi, Stephen Wilcox, Tj Steyn, TTST, Ubiquity Ventures, wolfee
▀▀▀
Directed by Casper Mebius
Written by Casper Mebius and Derek Muller
Edited by Peter Nelson
Illustrated by Jakub Misiek
Animated by Fabio Albertelli, Ivy Tello, David Szakaly, Alondra Vitae, Alex Drakoulis, and Leigh Williamson
Filmed by Derek Muller, Raquel Nuno, and Peter Nelson
Additional research by Aaron Santos, Camilla Machado, and Gregor Čavlović
Produced by Casper Mebius, Gregor Čavlović, Han Evans, and Derek Muller
Thumbnail by Ren Hurley
Additional video/photos supplied by Getty Images and Pond5
Music from Epidemic Sound
https://wn.com/The_Oldest_Unsolved_Problem_In_Math
Do odd perfect numbers exist? Head to https://brilliant.org/veritasium to start your free 30-day trial, and the first 200 people get 20% off an annual premium subscription.
If you’re looking for a molecular modeling kit, try Snatoms, a kit I invented where the atoms snap together magnetically - https://ve42.co/SnatomsV
A massive thank you to Prof. Pace Nielsen for all his time and help with this video.
A big thank you to Dr. Asaf Karagila, Pascal Ochem, Prof. Tianxin Cai, and Prof. William Dunham for their expertise and help.
To try GIMPS out yourself: https://ve42.co/GIMPS
These sources were particularly helpful:
Perfect numbers via MacTutor - https://ve42.co/MTPerfect
Cai, T. (2022). Perfect numbers and fibonacci sequences. World Scientific. - https://ve42.co/Cai2022
Dunham, W. (2022). Euler: The master of us all (Vol. 22). American Mathematical Society. - https://ve42.co/Dunham2022
▀▀▀
References:
https://www.youtube.com/watch?v=T0xKHwQH-4I&pp=ygUPcGVyZmVjdCBudW1iZXJz
https://www.youtube.com/watch?v=q8n15q1v4Xo&pp=ygUPcGVyZmVjdCBudW1iZXJz
Dickson, L. E. (1919). History of the Theory of Numbers.. (Vol. 1). Carnegie Institution of Washington.
Knill, O. (2007). The oldest open problem in mathematics. NEU Math Circle, December2. - https://ve42.co/Knill2007
Perfect number via Wikipedia - https://ve42.co/WikiPerfect
Introduction to Arithmetic via HalthiTrust - https://ve42.co/IntroArithmetic
Nicomachus of Gerasa via MacTutor - https://ve42.co/MTNicomachus
Sonja, B. (1988). The First Perfect Numbers and Three Types of Amicable Numbers in a Manuscript on Elementary Number Theory by Ibn Fellûs. Erdem, c. IV, 11. - https://ve42.co/Sonja1988
Ibn Fallus via Wikipedia - https://ve42.co/WikiFallus
Mersenne prime via Wikipedia - https://ve42.co/WikiMP
List of Known Mersenne Prime Numbers - https://ve42.co/ListOfMP
Marin Mersenne via MacTutor - https://ve42.co/MTMersenne
Leonhard Euler via Wikipedia - https://ve42.co/WikiEuler
Frank Nelson Cole via Wikipedia - https://ve42.co/WikiFNCole
GIMPS History via Mersenne.org - https://ve42.co/GIMPSHistory
EFF Cooperative Computing Awards via EFF - https://ve42.co/EFFAwards
Jonathan Pace via Primewiki - https://ve42.co/PWikiPace
Book with just one number sells out in Japan via BastillePost - https://ve42.co/PrimeBook
Predicted distribution of Mersenne primes via John D. Cook - https://ve42.co/JDCookMP
Euler’s Odd Perfect Numbers Theorem via Cantor's Paradise - https://ve42.co/EulerOPN
A Perfect (Math) Mystery via Medium - https://ve42.co/Machado2024
Brent, R. P., Cohen, G. L., & te Riele, H. J. (1991). Improved techniques for lower bounds for odd perfect numbers. Mathematics of Computation, 57(196), 857-868. - https://ve42.co/Brent1991
Ochem, P., & Rao, M. (2012). Odd perfect numbers are greater than 10¹⁵⁰⁰. Mathematics of Computation, 81(279), 1869-1877. - https://ve42.co/Ochem2012
Mathematicians Open a New Front on an Ancient Number Problem via Quantamagazine - https://ve42.co/QuantaSpoofs
Descartes number via Wikipedia - https://ve42.co/WikiDescartesNumber
Andersen, N., Durham, S., Griffin, M. J., Hales, J., Jenkins, P., Keck, R., ... & Wu, D. (2022). Odd, spoof perfect factorizations. Journal of Number Theory, 234, 31-47. - https://ve42.co/Andersen2022
Pomerance’s Heuristic that Odd Perfect Numbers are Unlikely via OddPerfect.org - https://ve42.co/Heuristic
Images & Video:
Clip of Piergiorgio Odifreddi - https://www.youtube.com/watch?v=y0paHEA8-gA
Euclid’s Elements 1 via Claymath - https://ve42.co/CM1
Euclid’s Elements 2 via Claymath - https://ve42.co/CM2
Euclid’s Elements 3 via Claymath - https://ve42.co/CM3
Diophanti - https://ve42.co/Diophanti
Gauss book - https://ve42.co/GaussDis
Euler’s Archive 1 - https://ve42.co/Euler1
Euler’s Archive 2 - https://ve42.co/Euler2
▀▀▀
Special thanks to our Patreon supporters:
Anton Ragin, Balkrishna Heroor, Bertrand Serlet, Bill Linder, Blake Byers, Burt Humburg, Chris Harper, Dave Kircher, David Johnston, Diffbot, Evgeny Skvortsov, Garrett Mueller, Gnare, I.H., John H. Austin, Jr., john kiehl, Josh Hibschman, Juan Benet, KeyWestr, Lee Redden, Marinus Kuivenhoven, Matthias Wrobel, Max Paladino, Meekay, meg noah, Michael Krugman, Orlando Bassotto, Paul Peijzel, Richard Sundvall, Sam Lutfi, Stephen Wilcox, Tj Steyn, TTST, Ubiquity Ventures, wolfee
▀▀▀
Directed by Casper Mebius
Written by Casper Mebius and Derek Muller
Edited by Peter Nelson
Illustrated by Jakub Misiek
Animated by Fabio Albertelli, Ivy Tello, David Szakaly, Alondra Vitae, Alex Drakoulis, and Leigh Williamson
Filmed by Derek Muller, Raquel Nuno, and Peter Nelson
Additional research by Aaron Santos, Camilla Machado, and Gregor Čavlović
Produced by Casper Mebius, Gregor Čavlović, Han Evans, and Derek Muller
Thumbnail by Ren Hurley
Additional video/photos supplied by Getty Images and Pond5
Music from Epidemic Sound
- published: 08 Mar 2024
- views: 2745215
13:20
[PMO Tutorial #17] Fermat's Little Theorem - Number Theory
What is the remainder when 7^(2023) is divided by 11? Using Fermat's Little Theorem, we can deduce that 7^(10) has remainder 1 when divided by 11. By modular ar...
What is the remainder when 7^(2023) is divided by 11? Using Fermat's Little Theorem, we can deduce that 7^(10) has remainder 1 when divided by 11. By modular arithmetic, 7^(2020) = (7^(10))^(202) has remainder 1^(202)=1 when divided by 11. Thus, we need only find the remainder of 7^3, which is 2. Therefore, 7^(2023) has remainder 1*2=2 when divided by 11.
In this video, Hazel Joy Shi, MOSC Trainer and former PMO National Finalist, uses Fermat's Little Theorem to solve some PMO problems.
This is the continuation of her earlier video on Euler's Theorem https://youtu.be/Ch2sNd1cOmc which was posted also on Feb. 27 exactly one year ago.
https://wn.com/Pmo_Tutorial_17_Fermat's_Little_Theorem_Number_Theory
What is the remainder when 7^(2023) is divided by 11? Using Fermat's Little Theorem, we can deduce that 7^(10) has remainder 1 when divided by 11. By modular arithmetic, 7^(2020) = (7^(10))^(202) has remainder 1^(202)=1 when divided by 11. Thus, we need only find the remainder of 7^3, which is 2. Therefore, 7^(2023) has remainder 1*2=2 when divided by 11.
In this video, Hazel Joy Shi, MOSC Trainer and former PMO National Finalist, uses Fermat's Little Theorem to solve some PMO problems.
This is the continuation of her earlier video on Euler's Theorem https://youtu.be/Ch2sNd1cOmc which was posted also on Feb. 27 exactly one year ago.
- published: 27 Feb 2023
- views: 2036
6:26
Engineering Mathematical Society 13
This video represents as my gratitude to all my co-officers in EMS S.Y. 2011-2012.
"Our relationship, our shared support, our consistency, is unrivaled by any ...
This video represents as my gratitude to all my co-officers in EMS S.Y. 2011-2012.
"Our relationship, our shared support, our consistency, is unrivaled by any other connection."
https://wn.com/Engineering_Mathematical_Society_13
This video represents as my gratitude to all my co-officers in EMS S.Y. 2011-2012.
"Our relationship, our shared support, our consistency, is unrivaled by any other connection."
- published: 08 Jul 2012
- views: 19
1:38
Communications of the AMS
Communications of the American Mathematical Society (CAMS) is a new, diamond open access journal designed to provide a home for the very best research and revie...
Communications of the American Mathematical Society (CAMS) is a new, diamond open access journal designed to provide a home for the very best research and review articles across all areas of mathematics. CAMS is a natural home for both pure and applied mathematics, presenting a window into a holistic view of mathematics and its applications to a wide range of disciplines. The AMS expects the journal to be a diverse and inclusive home for mathematicians around the world in support of emerging research. For more information, visit the journal's webpage at https://www.ams.org/CAMS.
Music by Bensound
https://wn.com/Communications_Of_The_Ams
Communications of the American Mathematical Society (CAMS) is a new, diamond open access journal designed to provide a home for the very best research and review articles across all areas of mathematics. CAMS is a natural home for both pure and applied mathematics, presenting a window into a holistic view of mathematics and its applications to a wide range of disciplines. The AMS expects the journal to be a diverse and inclusive home for mathematicians around the world in support of emerging research. For more information, visit the journal's webpage at https://www.ams.org/CAMS.
Music by Bensound
- published: 15 Sep 2022
- views: 213
2:05
AMS Math Game Championship 2020 Semifinal One Question 2
The second question from the first semifinal of the 2020 Who Wants to Be a Mathematician Championship at the Joint Mathematics Meetings in Denver. Luke explains...
The second question from the first semifinal of the 2020 Who Wants to Be a Mathematician Championship at the Joint Mathematics Meetings in Denver. Luke explains his answer. Music: www.bensound.com.
https://wn.com/Ams_Math_Game_Championship_2020_Semifinal_One_Question_2
The second question from the first semifinal of the 2020 Who Wants to Be a Mathematician Championship at the Joint Mathematics Meetings in Denver. Luke explains his answer. Music: www.bensound.com.
- published: 06 Mar 2020
- views: 7894