Solve the equation for x. Give an exact solution if possible otherwise give an approximation to 3-decimal places.\n$\log_2(x) - \log_2(x+3) = \log_2(x-2)$\n$x = $
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log_(2)(x) - log_(2)(x+3) = log_(2)(x-2) Using the property log(a) - log(b) = log(a/b), we can rewrite the equation as: log_(2)(x/(x+3)) = log_(2)(x-2) Show more…
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