2 Answers

Renne Rocha · Answer 1 · 2018-09-26T03:00:29+0000

Answer:

The first steps in the solution to the equation
$\log_2 x + \log_2 (x-6) = 4$ is,
$\log_2 x(x-6) = 4$

Explanation:

Given the equation:
$\log_2 x + \log_2 (x-6) = 4$

Using logarithmic laws;

$loa_b x + \log_b y = \log_b (xy)$

then;

$\log_2 x(x-6) = 4$

Therefore, the first steps in the solution to the equation
$\log_2 x + \log_2 (x-6) = 4$ is,
$\log_2 x(x-6) = 4$

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