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HI!
We started today's class with a small tutorial on 
LaTeX. It is basically sofware that allows you 
to write equations just by typing it in. Mr.K is 
currently trying to get this to work on our blogs 
quickly, easily and automatically.

                   (I can't find the site that Mr.K had)

                                           (Sorry)
We then moved onto a Mean 
 Value Theorem question
Find the number in the given interval which staisfies the conclusion of the 
Mean Value Theorem
Find the number in the given interval which staisfies the conclusion of the 
Mean Value Theorem
Find the number in the given interval which staisfies the conclusion of the 
Mean Value Theorem
Find the number in the given interval which staisfies the conclusion of the 
Mean Value Theorem
Find the number in the given interval which staisfies the conclusion of the 
Mean Value Theorem




 So the value 1 
 must exist in the 
 derivative.
Find the number in the given interval which staisfies the conclusion of the 
Mean Value Theorem
Find the number in the given interval which staisfies the conclusion of the 
Mean Value Theorem
Find the number in the given interval which staisfies the conclusion of the 
Mean Value Theorem
Find the number in the given interval which staisfies the conclusion of the 
Mean Value Theorem




   Then just find the roots by using the quadratic formula
Find the number in the given interval which staisfies the conclusion of the 
Mean Value Theorem



 The just find the roots by using the quadratic formula...
 and we get...
We must now explore cases 
where k is negative and positive 
on a number line.
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