Consider the given #10;equation, #10; #10; log_3x=log #10;_3( 2 x ) #10; #10; x=2 x #10; #10; 2x=2 #10; #10; x=1 #10; ...

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Property 3

log3x = log32...

Question

$l o g_{3} x = l o g_{3} (2 - x)$

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Solution

Consider the given equation,

${log}_{3} x = {log}_{3} (2 - x)$

$x = 2 - x$

$2 x = 2$

$x = 1$

Hence, this is the answer.

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