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solve 5e^2x=30
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\[\Large e^{2x} = \frac{30}{5}\] \[\Large 2x = \log_e 6\]
\[5e^{2x}=30\]\[e^{2x}=6\]\[\ln e^{2x}=\ln6\]\[2x\ln e=\ln6\]\[2x=\ln6\]\[x=\frac 12 \ln 6\]\[x=\ln6^{1/2}\]\[x=\ln\sqrt{6}\]\[x=\ln\sqrt2+\ln\sqrt3\]
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