38 - Since ln log we can differentiate wrt ln to obtain...

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Unformatted text preview: Since ln log we can differentiate wrt ln to obtain more generally, we have log because log ln ln ln ln ln ln The chain rule version for ln example: ln or we can rewrite given ln ln what is as ln ln is ln ? recall that so that then ln ln ln ln so that ln cos ln sin ln ln ln sin ln ln ln sin sin sin sin sin sin sin sin cos eqn of tangent to ln at thus is the eqn Use logarithmic differentation to differentiate take ln's of both sides: ln then differentiate wrt : ln ln ln ln ln then solve for and substitute for : ln ln ...
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This note was uploaded on 09/17/2009 for the course MTH Calc taught by Professor Bush during the Spring '09 term at Northern Virginia.

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