This video is a good example of explanation with energy. If I read this stuff on a text book, I would have dozed off. Hurray for YouTube. YouTube is for energy!
@aeinstein1904 thats the universe its far out of heaven because it is heaven and its infinity lucky 777 the lord the lord is the only one who is lucky and we are lucky he saved us but didnt but he always does the devil cant do math and thats why we could to school everyday for 10% bad luck and good luck to the infinity of 10% aday thats a headache.
thanx. Now I understand. And remember. Kind of seen the curve used to describe "local populations" along a continuum before. These pop's are from the stable points along continuum you mentioned earlier.
This video is a good example of explanation with energy. If I read this stuff on a text book, I would have dozed off. Hurray for YouTube. YouTube is for energy!
Israe5l 3 years ago
I LOVE IT
bfurness80 3 years ago
aeinstein1904, very useful information on your video.
under what conditions do the tails not "touch" the x-axis?
now, in the event that the normal curve tails do not "touch" the x-axis, would it still be possible to "know" what part of the actual curve we are?
we could be in any one of the two tails but how would i know on which tail we are and how far away is the mean? how would i know?
thank you very much!!
ranssff 4 years ago 2
The tails are asymptotic and only approach the x-axis without ever touching--there is always a possiblity farther out.
We can't tell where we are on the curve--see GEMM footnote 12.
Thanks very much for the questions.
aeinstein1904 4 years ago
@aeinstein1904 thats the universe its far out of heaven because it is heaven and its infinity lucky 777 the lord the lord is the only one who is lucky and we are lucky he saved us but didnt but he always does the devil cant do math and thats why we could to school everyday for 10% bad luck and good luck to the infinity of 10% aday thats a headache.
austinboboston1 1 year ago
thanx. Now I understand. And remember. Kind of seen the curve used to describe "local populations" along a continuum before. These pop's are from the stable points along continuum you mentioned earlier.
4Dmetricology 4 years ago
Welcome. Thanks for watching.
aeinstein1904 4 years ago