use the second derivative test to find any extrema and saddle points: f(x,y) = -4x^2 8y^2 - 3
Published 2 years ago • 10K plays • Length 5:20Download video MP4
Download video MP3
Similar videos
-
14:35
local extrema, critical points, & saddle points of multivariable functions - calculus 3
-
11:23
local extrema and saddle points of a multivariable function (kristakingmath)
-
12:48
second derivative test
-
28:28
[math 23] lec 2.1 relative extrema and second derivatives test
-
10:05
ex 2: classify critical points as extrema or saddle points - function of two variables
-
13:53
second derivative test
-
13:36
multi-variable optimization & the second derivative test
-
4:21
relative extrema using the second derivative test
-
8:29
use the second derivative test to find all relative extrema f(x) = x^3 - 3x^2 2
-
6:15
ex 1: classify critical points as extrema or saddle points - function of two variables
-
2:26
learn how to use the second derivative test to determine relative extrema
-
6:33
calculus help: find the relative extrema and saddle points of the functions f(x,y)=4xy x^4 y^4 2
-
21:39
second derivative test multivariable (calculus 3)
-
6:38
calculus: find all relative extrema and saddle points of the function f(x,y)= -6x^2-9y^2 6x-18y 6
-
7:35
how to use the first derivative test
-
10:47
the second partials test calculus 3
-
5:03
differentiation: 12 extrema - second derivative test
-
7:19
ex: critical numbers / relative extrema / second derivative test