The equation is
$64(12)^{8x} = 195$
the steps I have done so far.
- $12^{8x} = 195/64$
- $8x \cdot \ln(12) = \ln(195/64)$
- $8x = (\ln(195/64))/(\ln(12))$
not sure how to divide $8x$ to get $x$ by itself for the final answer with the ln's
The equation is
$64(12)^{8x} = 195$
the steps I have done so far.
not sure how to divide $8x$ to get $x$ by itself for the final answer with the ln's
when you divide $8x = (\ln(195/64))/\ln(12)$ you get $x = (\ln(195/64))/(\ln(12)(8))$. The 8 only affects the bottom denominator of equation when you divide a fraction. thank you @GerryMyerson