Which expression represents the quotient logb(m)−logb(n)\log_{b}(m) - \log_{b}(n)logb(m)−logb(n)?
logb(m−n)\log_{b}(m - n)logb(m−n)
logb(mn)\log_{b}(\frac{m}{n})logb(nm)
logb(m)logb(n)\frac{\log_{b}(m)}{\log_{b}(n)}logb(n)logb(m)
logb(m)÷logb(n)\log_{b}(m) \div \log_{b}(n)logb(m)÷logb(n)