Question

change e^2x=75 to logarithmic form

Answer 1

ln(75)/2 = x

Answer 2

\[e ^{2x}=75\]
\[2x \ln e=\ln 75\]
\[2x=\ln 75 \therefore x=(\ln 75)/2\]

Answer 3

x=2.159

Answer 4

use the properties of logarithms to write the expression, log \[\sqrt[5]{3y/x}\]
as a sum, difference, or multiples of logarithms of x, y, or constants. assume that x>0 and y>0

Answer 5

(its log of that square root it wouldnt go together)