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Lecture 10: directional derivative.
They are as given below: continuous function: a function 'f ' is said to be continuous at a point 'a' if and only if 'f' is defined in some neighborhood of a and limit of the function at the point a is equal to the value of the function at a.
The intermediate value theorem: 11/01: differentiability: 11: 11/04: the chain rule, local extrema: 11/06: mean value theorems: 11/08: midterm 2: solution: 12: 11/11: taylor approximations: homework 8 and a solution: 11/13: local behavior: note on.
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