QuestionRewrite the expression as a sum/difference of logarithms: $\log _{2}\left(\frac{x^{4}}{y^{6}}\right)$

Studdy Solution
Apply the power rule to both terms of the equation.
$$\log{2}(x^{4}) - \log{2}(y^{}) =4 \cdot \log{2}(x) - \cdot \log{2}(y)$$So, the expression $\log{2}\left(\frac{x^{4}}{y^{}}\right)$ can be rewritten as $4 \cdot \log{2}(x) - \cdot \log{2}(y)$.