So I'm unable to get past these three problems at the end of my review. Please answer and explain them. First correct answer will surely get 10 points.
1. g(x)= x+b, x<0; -cos(x), x>= 0. Now is there a value that will make g(x) continuous at x=0. Is there a value for g(x) that makes it diffrentiable at 0. why/why not? give reasons.
2. y=lnx and y=e^x are inverse functions. the graph of y=lnx looks like it may be approaching a horizontal asymptote. write an argument based on the graph of e^x to explain why it does not.
3. find the points on the graph of y=sec x, 0=
Thanks a lot guys.
2007-10-18
16:59:46
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7 answers
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asked by
Crashovdr
4
in
Mathematics