A= the domain off where (f(x) = \log , x^2) and (B) = the do... | Mathematics | SolveeIt | Solveeit

Today, August 18

Question

A= the domain off where $f(x) = \log \, x^2$ and $B$ = the domain of g where $g(x) = 2 \log \: x$ , then $A-B =$

A

$\phi$

B

$( - \infty , 0)$

C

$( 0 , \infty )$

D

(0,1)

Answer

$( - \infty , 0)$

Explanation

Solution

Domain of $f = ( - \infty , 0) \cup ( 0, \infty) ,$ domain of $g = ( 0, \infty)$