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Let u=ln⁡a\mathrm { u } = \ln \mathrm { a }

Question 244

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Let u=ln⁡a\mathrm { u } = \ln \mathrm { a } and v=ln⁡b\mathrm { v } = \ln \mathrm { b } . Write the following expression in terms of u\mathrm { u } and v\mathrm { v } without using the function ln⁡\ln . ln⁡a9b43\ln \sqrt [ 3 ] { \frac { a ^ { 9 } } { b ^ { 4 } } }


A) 27u+12v27 \mathrm { u } + 12 \mathrm { v }
B) 27u−12v27 u - 12 v
C) 3u−43v3 u - \frac { 4 } { 3 } v
D) 9u−4v9 u - 4 v

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