Answer:
x=ln(18)/3
Explanation:
Add 5 to both sides: 3e^(3x)=54
Divide both sides by 3: e^3x=18
Use natural logs: ln(e^3x)=ln(18)
Apply log rule: 3xln(e)=ln(18)
Apply log rule again: 3x=ln(18)
Solve for x: x=ln(18)/3
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