y' = ky in Putnam (1990 B1)
Let's solve a delightful diff eq problem from Putnam competition -- Of course, don't forget about constant(s) of integration!
Your support is truly a huge encouragement.
Please take a second to subscribe in order to send us your valuable support and receive notifications for new videos!
Every subscriber and every like are immensely appreciated.
* Reference:
"The William Lowell Putnam Mathematical Competition (1985-2000)" by Kiran S. Kedlaya, Bjorn Poonen, and Ravi Vakil; published by the Mathematical Association of America in 2002.
Видео y' = ky in Putnam (1990 B1) канала LetsSolveMathProblems
Your support is truly a huge encouragement.
Please take a second to subscribe in order to send us your valuable support and receive notifications for new videos!
Every subscriber and every like are immensely appreciated.
* Reference:
"The William Lowell Putnam Mathematical Competition (1985-2000)" by Kiran S. Kedlaya, Bjorn Poonen, and Ravi Vakil; published by the Mathematical Association of America in 2002.
Видео y' = ky in Putnam (1990 B1) канала LetsSolveMathProblems
Показать
Комментарии отсутствуют
Информация о видео
Другие видео канала
Solution: Weekly Math Challenge 1 (July 26, 2017)
Challenge: Can You Evaluate This Factorialful Summation?
Navigating Linear Algebra Ep. 1: Introduction
Challenge 93: Does a "p-rapid" Sequence Converge?
Navigating Linear Algebra Ep. 5: Row Reduction
Solution 91: The Last Three Digits of a Phi-Exponent Tower
Solution: Weekly Math Challenge 13 (November 1, 2017)
Challenge 76: Polygonal Numbers and GCD's
Weekly Math Challenge 19 (December 6, 2017)
Challenge 83: Sequence over Catalan
How Many Knaves Can You Spot? (Challenge 32)
Challenge: Can You Evaluate This Trigcky Series
2008 AMC 12 A Problem 18 (Pyramid, Pythagorean Theorem)
Challenge 72: Hexagon Over Triangle
2017 AMC 12 B Problem 18 (Circle, Right Triangle, Power of a Point)
Challenge: Counting with Cards and Interesting Product
Navigating Linear Algebra Ep. 7: Determinant
Solution: Weekly Math Challenge 9 (September 20, 2017)
Challenge 91: The Last Three Digits of a Phi-Exponent Tower
2015 AMC 12 A Problem 20 (Triangle, Heron's Formula)
Ep. 2 Least Upper Bound Property and Uncountability of Reals: Navigating Metric Space Topology