calculus chapter breakdown and worked trig problems
DESCRIPTION
This breaks down the chapters in easy to understand terms. There are also worked problems. I used this for studying and it really helped immensely.TRANSCRIPT
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3.1 and 3.2 only ally need the formulas...
3.3 (1 problem) find derivative of a function involving log
3.5 inverse funct ..trig...easy problems
3.6 hyperbolic func...no proofs
3.7 l'hospital's rule
4.1 on a closed interval, findable max, min and critical points
4.2 prove only one real root....
4.3 asymptotes (horiz,vertical) critical pts, global min/max, convex up and down, and inflection, etc.
On quiz:a)
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b)
c)
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d)
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e)
** I want cofunctions to keep them from being zero....
we think of it as lim as a goes to arctan y...
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You can show that there's no root or one root
It's either incresing or decreasing, not both...
Are ther eany zeroes btwn -2, 2?
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If we have this condition, there is a c btwn f(a) and f(b) such that f(c)=0....
Kind of IVT cast for this particular problem.
34:25
Easy point..