Which logarithm is equivalent to log3^10 – log3^2?
\(log_{3}(10) - log _{3} (2)\)Apply log rule:\(log _{c}(a)-log _{c} (b) = log _{c} ( \frac{a}{b} )\)\(log _{3} (10)-log _{3} (2) = log _{3} ( \frac{10}{2} )\)\(log _{3} ( \frac{10}{2} )\)Divide 10 by 2 :\(log _{3} (5)\)hope this helps!
