Answer:
Step-by-step explanation:
ln(10^(3x-8)) = ln(2^(5-x))
[3x-8]ln(10) = [5-x]ln(2)
[3x-8]/[5-x] = ln(2)/ln(10)
(3*ln(10))x - 8*ln(10) = (5*ln(2)) - ln2*x
(3*ln(10))x + ln2*x = 8*ln(10) + (5*ln(2))
x(3*ln(10) + ln2) = 8*ln(10) + (5*ln(2))
7.6x = 21.886
x=2.88
