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Question
\ln{\left(12e^{5x-3}\right)}
Expand the expression
\ln{\left(12\right)}+5x-3
Evaluate
\ln{\left(12e^{5x-3}\right)}
\text{Use }\log_{a}(x\times y)=\log_{a}(x)+\log_{a}(y)\text{ to transform the expression}
\ln{\left(12\right)}+\ln{\left(e^{5x-3}\right)}
Solution
More Steps
Evaluate
\ln{\left(e^{5x-3}\right)}
\text{Use }\log_{a}{b^{n}}=n\log_{a}{b}\text{ to simplify the expression}
\left(5x-3\right)\times \ln{\left(e\right)}
Calculate
5x-3
\ln{\left(12\right)}+5x-3
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