show that the expression ln16 - ln2 is equivalent to ln8

Answer 1

recall: ln(a)-ln(b) = ln(a/b)

hence,

ln(16) - ln(2) = ln(16/2)

= ln(8)

Answer 2

show that the expression ln16 - ln2 is equivalent to ln8

Using properties of logarithms, we know that lnA - lnB = ln(A/B).

Therefore, ln16 - ln2 = ln(16/2) = ln8.