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Sampling distribution of the difference in sample means | AP Statistics | Khan Academy
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- Опубликовано: 10 дек 2020
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Sal shows how we can calculate the mean and standard deviation for the sampling distribution of the difference in sample means. Also, Sal talks about how we can tell if the shape of that sampling distribution is approximately normal.
View more lessons or practice this subject at www.khanacademy.org/math/ap-s...
I have been watching your videos since I was a small child and your videos have been setting a good base for me
I believe mathematics is power ,thanks Khan you have motivated me to start a channel on mathematics known as DAVIKA Academy with goal of teaching undergraduate ,postgraduate pure ,applied and statistical mathematics. Once more let transform the education sector.
link to the next video???
Great!
I needed it
you are great sal
Mr. Sal Khan and Khan Academy is single handedly carrying all the students around the world.
Actually since earth is flat, it's from one side to the other. But still, that's a lot of weight.
Thanks for a vedio sir🙏🙏💐💐🎊🎉
Hey Sal! I am having trouble with a question for school. The question supplies the mean, and wants me to find the standard deviation. I cant find any good information in my textbook about how to calculate this problem. Is there some sort of "reverse" equation i need to follow?
Beautiful
Sal I need help understand this... you got me lost when you squared both sides- why can’t you just add the standard deviation over the square root of 40 together- (4+3)/square root of 40? My formula sheet is written as sigma x bar = sigma x / square root of n. I get that you’re squaring the whole thing to add and then taking the square root of the whole thing afterward but a squared+ b squared does not equal (a+b) squared.
I’ve been watching all your videos for my MBA stats class to clarify my lectures- it’s been so helpful so far. Thanks!
Who does Mr. Khan learn from if he doesn't know a subject
hiii
noice
If a right triangle contains one acute angle that is 30 degrees, then what is the other acute angle equal to 😂 this ain’t relevant but I need help with this 😭
It’s 60 degree
Sum of the angles of any triangle = 180 degrees
Now, in this case one angle is 90 degrees (since it is a right triangle) and another angle is 30 degrees (given).
So, the other acute unknown angle = 180 - (90 + 30) = 180 - 120 = 60 degrees.
Hope this clarification helps!