Question 34520
Solve for x:
{{{2e^(4x) = 8}}} Divide both sides by 2.
{{{e^(4x) = 4}}} Take the natural log (ln) of both sides.
{{{ln(e^(4x)) = ln(4)}}} Simplify.
{{{4x*ln(e) = ln(4)}}} But ln(e) = 1
{{{4x = ln(4)}}}
{{{x = (ln(4))/4}}}
{{{x = 0.35}}}