Solve the equation log_{2} (x^{2}-4) - log_{2} (x+2) = -4

(log_{2} x^{2} - 4)/(x+2) = Log2^{2}-4^{(x+2)(x-2)}/_{(x+2)}= 2 - 4x-2 = ^{1}/_{16}x = 2 + ^{1}/_{16}x= 2^{1}/_{16}

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