Question 4560
{{{2^x = 0.0525}}}


Take the ln of each side of the equation:
{{{ln(2^x) = ln 0.0525}}}


By the third law of logarithms, the exponent x becomes the coefficient of the ln2:
{{{x ln 2 = ln 0.0525}}}


Divide both sides of the equation by ln 2:
{{{x = (ln 0.0525)/(ln 2)}}}
{{{ x = -4.25}}}


R^2 at SCC