Question

150=50e^(7x), solve for x.

Answer 1

divide both sides by 50, and then ln both sides.

Answer 2

divide by 50
get
\[3=e^{7x}\] then rewrite in equivalent logarithmic form as
\[\ln(3)=7x\] then solve for \(x\)

Answer 3

you'd get e^(7x)=30

Answer 4

which really just means divide by \(7\)
if you want a decimal answer use a calculator to compute
\[\frac{\ln(3)}{7}\]

Answer 5

\[150\div 50=3\]

Answer 6

thank you so much @satellite73

Answer 7

yw