Solve : log(2)(4-x)=4-log(2)(-2-x)...

Solve : `log_(2)(4-x)=4-log_(2)(-2-x)`

Solve : log(2)(4-x)=4-log(2)(-2-x)
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Solve for x, logx(8x-3)-logx(4)=2
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a) solve for X, logx (8x-3) - logx 4 = 2
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solve the equation x^((3)/(4)(log(2)x)^(2)+log(2)x-(5)/(4))=sqrt(2)
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Solve :log(4)(log(3)(log(2)x))=0
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Solve the equation: log2x+log4(x+2)=2
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Solve 1/4 x ^(log(2)sqrtx)=(2*x^(log(2)x))^(1/4).
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Solve for x: log(4) log(3) log(2) x = 0.
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If log(4)(log(2)x) + log(2) (log(4) x) = 2, then find log(x)4.
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