Which is equivalent to log(a2b)\log(\frac{a^2}{b})log(ba2)?Alog(2a−b)\log(2a - b)log(2a−b)B2loga⋅logb2\log a \cdot \log b2loga⋅logbCloga2+logb\log a^2 + \log bloga2+logbD2loga−logb2\log a - \log b2loga−logbcheck_circleExplanationlog(a2b)=loga2−logb=2loga−logb\log\left(\frac{a^2}{b}\right) = \log a^2 - \log b = 2\log a - \log blog(ba2)=loga2−logb=2loga−logb.