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Analyzing three graphs to see which describes the derivative of which other graph.
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This is a terrible video
Now, how does integral of f'' equals f' ? That is the question I dont see it
From the get-go, you can see x^4, x^3, and x^2 through an obvious quartic, cubic, and parabolic function. None of this work was needed. It provided some good general input, yet this should have at least been mentioned.
Makes no sense awful video
I DONT GET IT IM GOING CRAZY
This is so helpful omg
An easier explanation is that f must be the highest degree and f" is the lowest degree, so the answer must be f, f' and f" are 2nd, 3rd, 1st respectively. Done!
Thank you!!! I understand it so much better
slopes are awesome
we love you sal khan
this is wrong the blue one is the derivative
I finally understand this…
GOOOD!!!!!!