Question 539440
You can expand the given expression by using the basic rules of logarithms:
{{{Log(6/5)^6}}} First, apply the "power rule": {{{Log[b](M)^n = n*Log[b](M)}}} to get:
{{{6*Log(6/5)}}} Now apply the "quotient rule": {{{n*Log[b](M/N) = n*Log[b](M)-n*Log[b](N)}}}
{{{highlight(6*Log(6)-6*Log(5))}}}