Question

loge xy – loge |x| equals to?​

Answer 1

Step-by-step explanation:

in this question we are asked to calculate the value of

$log_{e}(xy) - log_{e}( |x| ) \\ we \: know \\ log_{e}(mn) = log_{e}(m) + log_{e}(n) \\ now \\ log_{e}(xy) = log_{e}(x) + log_{e}(y) \\ log_{e}(x) + log_{e}(y) - log_{e}( |x| ) \\ log_{e}(x) + log_{e}(y) - log_{e}(x) \\ log_{e}(y)$

hence we can calculate the value of given data and the answer is

log_{e}(y)