x^(1/2)^2^*x=4

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Solution for x^(1/2)^2^*x=4 equation:


x^((1/2)^2) = 0

ln(x)*(2*x^3+3)

x^3*(ln(x))^2+3

(ln(x))^1

log(2)(x+1)-log(2)(3-x) = 1

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