- #1
NonTradHaruka
- 2
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1. Graphing Carefully: Sketch f(x)= 10(ln(ln(x))/ln(x) accurately using calculus, your calculator, or both to aid you. Make sure to include all vertical asymptotes, as well as local extrema
2. f(x)= 10(ln(ln(x))/ln(x)
3. OK. I might come across as stupid but here goes... I don't know what to do. I looked at the graph and figured 'what is there to show?' besides a VA. So I came up with VA=1, x-intercept=2.71828, and the local max is (15.1543, 3.67879. But how do I get this with calculus? I solved for f'(x) but I do not know how to work this stuff to find/prove the max and increasing/decreasing, concavity,etc. HELP, please. Thank you.
2. f(x)= 10(ln(ln(x))/ln(x)
3. OK. I might come across as stupid but here goes... I don't know what to do. I looked at the graph and figured 'what is there to show?' besides a VA. So I came up with VA=1, x-intercept=2.71828, and the local max is (15.1543, 3.67879. But how do I get this with calculus? I solved for f'(x) but I do not know how to work this stuff to find/prove the max and increasing/decreasing, concavity,etc. HELP, please. Thank you.