Solve the equation. $\log ( x - 46 ) - \log 6 = \log ( x - 32 ) - \log x$
A) $x = 52$
B) $\quad x = 4$
C) none of these
D) $x = 50$
E) $x = 48$

Name: Solve the equation. $\log ( x - 46 ) - \log 6 = \log ( x - 32 ) - \log x$ A) $x = 52$ B) $\quad x = 4$ C) none of these D) $x = 50$ E) $x = 48$
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The Answer of Solve the equation. $\log ( x - 46 ) - \log 6 = \log ( x - 32 ) - \log x$
A) $x = 52$
B) $\quad x = 4$
C) none of these
D) $x = 50$
E) $x = 48$

Solve the Equation log⁡(x−46)−log⁡6=log⁡(x−32)−log⁡x\log ( x - 46 ) - \log 6 = \log ( x - 32 ) - \log xlog(x−46)−log6=log(x−32)−logx

Solve the Equation $\log ( x - 46 ) - \log 6 = \log ( x - 32 ) - \log x$