An Application of the Intermediate Value Theorem
The Intermediate Value Theorem is used to prove exp(x)=2 cos(x) has at least one positive solution. This is Chapter 3 Problem 6 of the MATH1141 Calculus notes. Presented by Norman Wildberger of the School of Mathematics and Statistics, UNSW.
Видео An Application of the Intermediate Value Theorem канала MathsStatsUNSW
Видео An Application of the Intermediate Value Theorem канала MathsStatsUNSW
Показать
Комментарии отсутствуют
Информация о видео
Другие видео канала
MATH2621 tutorial problem 34
Michael Bertolacci - AdaptSPEC-X: Spectral analysis of multiple non stationary time series
Yanrong Yang - Can we trust PCA on non-stationary data?
MATH1011 Calculus Section 2.2 Question 4d
Tao Zou - Network Influence Analysis
Singularity of random combinatorial matrices, by Tuan Tran
Epsilon-Delta definition of a Limit b)
MATH1011 Calculus Section 2.1 Question 7a,f,h
Limit at a Point and the Pinching Theorem (Ch2 Pr14)
MATH3411 Problem 51
Kevin Hendrey - Obstructions to bounded branch-depth in matroids (CMSA Combinatorics Seminar)
MATH1131 Linear Algebra: Chapter 5 Problem 26
MATH1011 Section 3.4 Question 6ii
MATH1011 Section 3.1 Question 6
Pierre Lafaye de Micheaux - Depth of Data Curves
MATH1011 Calculus Section 2.1 Question 1f
MATH1011 Section 3.1 Question 1 b,d,f,i,k
MATH1011 Calculus Section 2.1 Question 2bc
Martine Barons - Safeguarding National Digital Memory: Bayesian Network modelling
Sebastian Ertel - An Ensemble Kalman-Bucy filter for correlated observation noise
James Franklin on Proof in Mathematics.