SOLUTION: If ln a = 2, ln b = 3, and ln c = 5, evaluate the following: (a) \ln (\frac{a^{-4} }{b^{-4}c^{4}} ) = (b) \ln \sqrt{ b^{-2}c^{2}a^{3}} = (c) \frac{\ln (a^{4}b^{-4})}{\ln(b

Algebra ->  Exponential-and-logarithmic-functions -> SOLUTION: If ln a = 2, ln b = 3, and ln c = 5, evaluate the following: (a) \ln (\frac{a^{-4} }{b^{-4}c^{4}} ) = (b) \ln \sqrt{ b^{-2}c^{2}a^{3}} = (c) \frac{\ln (a^{4}b^{-4})}{\ln(b      Log On


   

Question 1111963: If ln a = 2, ln b = 3, and ln c = 5, evaluate the following:
(a) \ln (\frac{a^{-4} }{b^{-4}c^{4}} ) =
(b) \ln \sqrt{ b^{-2}c^{2}a^{3}} =
(c) \frac{\ln (a^{4}b^{-4})}{\ln(bc)^{2}} =
(d) (\ln\ c^{-3})(\ln \frac{a}{b^{-1}})^{3} =
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