Is this the right course for this kind of questions

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In summary, the conversation is about a calculus course found on MIT's website and whether it covers theoretical knowledge for solving a specific type of question involving a function f(x) and its properties. The person asking the question is wondering if there is additional material they should read in order to understand this type of question. They mention that they have not encountered this type of question before and that the course's exams do not seem to include it.
  • #1
transgalactic
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i found this calculus course:

http://ocw.mit.edu/OcwWeb/Mathematics/18-01Fall-2006/VideoLectures/index.htm

does it consists with theoretical knowledge of solving question like this:

there is a function f(x) which is continues in the borders [a,b]
and derivitable in the borders (a,b), b>a>0
alpha differs 0
prove the there is b>c>a

in that formula:
http://img392.imageshack.us/my.php?image=81208753je3.gif

i never encoutered this kind of questions
and in this MIT calculus course i searched their exams and there is no such question
there are only normal calculus material regarding derivatives ,limits,aproximations
but i can't see this sort of complicated proving questions
??
 
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  • #2
what additional text besides normal calculus should i read in order to
solve this question
 

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