Understanding & Identifying Maximum & Minimums on a Graph

In this Algebra lesson I define Relative Minimum, Absolute Minimum, Relative Maximum, and Absolute Maximum and try to help you understand all that math language. I finish by identifying these characteristics in 5 examples starting at 11:47.
First Derivative Test Intervals of Increasing Decreasing & Relative Extrema

[bit_FLIP]

Your videos deserve so many more views than they get. The way you're teaching this is perfect. I don't ever walk away from any of these videos with unanswered questions like I do with several other channels

[janelleLOVESudon]

*-* i love ur handwriting, so neat and easy to understand & ur hand gestures lol looks like ur dancing along

[philipwest]

At 25:50 a thought occurred to me and I need some help! Is the (0, 0) point that you draw a relative maximum? On the interval (-1/2, 1/2) it is the largest value of the function - some definitions I see don't specify that the function has to be continuous, is that just an oversight?

[mominahmohsin]

Hi, for example #3 why wouldn't there be a local/relative max.
Since the absolute max point is (3, 4), should there be a local max at (-1, 1)

[vickrdable]

can a function with a hole or a vertical asymptote have abs max/min?

[albertgarcia]

breathtaking math work it blow me out of

[samarthsai]

Sir i Request you to PLEASE solve this problem for me(PLEASE):
Find a point nearest to the origin on the curve 5(x^2) - 6xy + 5(y^2)=4

[karnakbecker]

prof torrou your the only one that can colve this please i have been on this problem all day it states find the relative min and max to the nearest tenth from x^4-4x^3+2x^2+x+4

[elisasantizo]

I'm in honors for 8th grade and I came here for help because we're learning this

[_A_]

lol.. ...any value of 'x' that's just a little bigger than 1, like

[adersouza]

Someone pls take notes on this and reply to this comment. Thanks