2(x^(1/2))*(10^(1/2)-1)=9

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Solution for 2(x^(1/2))*(10^(1/2)-1)=9 equation: 


D( x )

x < 0

x < 0

x in <0:+oo)

2*(10^(1/2)-1)*x^(1/2) = 9 // - 9

2*(10^(1/2)-1)*x^(1/2)-9 = 0

2*(10^(1/2)-1)*x^(1/2) = 9 // : 2*(10^(1/2)-1)

x^(1/2) = 9/(2*(10^(1/2)-1))

x^(1/2) = 9/(2*(10^(1/2)-1)) // ^ 2

x = 81/(4*(10^(1/2)-1)^2)

x = 81/(4*(10^(1/2)-1)^2)

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