Question

Give a medal ? 4* e^x = 17

Answer 1

\(\bf lnx = log_ex\)

Answer 2

divide both sides by 4

then take the base e log of both sides

Answer 3

\(\bf 4e^x=17 \implies e^x= \cfrac{17}{4}\\
log_ee^x = log_e\left(\cfrac{17}{4}\right) \implies
x = ln\left(\cfrac{17}{4}\right)\\
x = ln(17)-ln(4)
\)