f'(c)=[f(b)-f(a)]/b-a
is the mean value theorem.
But what is the mean value theorem?
it is when the secent line is parallel to the
derivative of the function.
and example of when a function
fails the mean value theorem
although the function is continous it is not
differentiable at x=0
hm... when the secant line is parallel to the derivative??
ReplyDeleteYou need to be way more specific. WAY more specific. Try again.
Though this one is not graded based on correctness, the next one is!
hey aby aby
ReplyDeletecan you explain more. i understand the theorem but kinda lost in your thoughts hahaha because i dont quite see it :)
gabba gabba hey
you kept the explanation pretty short leaving out valuable details of the theorum
ReplyDeleteWow, that's a very short explanation. When the secant line is parallel to the derivative??? I know what you're trying to say, but not the best wording possible. You might want to try explaining more, also: you missed very important parts of the theorem, as said above.
ReplyDeleteToo brief. Allow sexii into your head and explain more.
ReplyDelete