Let x = alpha satisfies the equation log...

Let `x = alpha` satisfies the equation `log_(1//3)(2*(1/2)^x-1) = log_(1//3)((1/4)^x-4)` and the value of `8^alpha` is `beta`, then find the value of `27beta.`

Let x = alpha satisfies the equation log(1//3)(2*(1/2)^x-1) = log(1//3...
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Find the value of x, log4(x+3)- log4 (x-1) = log4 8 - 2
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The set of values of x satisfying the inequality (1)/(log(4)((x+1)/(x+...
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If x=alpha satisfies the equation log(6)(2^(x+3))-log(6)(3^(x)-2)=x, t...
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If the solution of the equation log(x)(125x)*log(25)^(2)x=1are alpha a...
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Find the number of real values of x satisfying the equation log2 (4^(x...
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log(alpha)4=gamma,log(beta)alpha=-1 and log((1)/(2))beta=-1 then the v...
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If the root of the equation log(2)(x)-log(2)(sqrt(x)-1)=2 is alpha, th...
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If alpha and beta are the roots of the equation (log(2)x)^(2)+4(log(2)...
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