How do you simplify $ln(e^4x^(3t))$ ?

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Answer 1 · 2015-12-15T21:54:43

$4+3tln(x)$

Use the logarithm rule: $log_a(bc)=log_a b+log_a c$

$ln(e^4x^(3t))=ln(e^4)+ln(x^(3t))$

Now, use the logarithm rule: $log_a (b^c)=c*log_a b$

$4ln(e)+3tln(x)$

Remember that $ln(e)=1$ .

$4+3tln(x)$

How do you simplify ln(e^4x^(3t))ln(e^4x^(3t))?