SOLUTION: solve the logarithmic equation -2log[base 4]x=log[base 4]8

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Question 415781: solve the logarithmic equation
-2log[base 4]x=log[base 4]8

Answer by ewatrrr(24785)   (Show Source): You can put this solution on YOUR website!

Hi
-2log[base 4]x=log[base 4]8

log[base 4](x^-2) = log[base 4]8
x^-2 = 8
1/x^2 = 8 |Multiplying each side by x^2
1 = 8x^2 |Dividing both sides by 8
1/8 = x^2


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