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==equ==
Unary equation
Multivariate equation
==cal==
Solution inequality
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Resolving prime factor
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==LiAl==
Determinant
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==der==
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==img==
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==que==
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On line Solution of Monovariate Equation
> The history of univariate equation calculation
x^2 ln(0.47/x)=〖(1−x)〗^2 ln(0.63/(1−x))
x^2 ln(0.49/x)=〖(1−x)〗^2 ln(0.52/(1−x))
x^2 ln(0.45/x)=〖(1−x)〗^2 ln(0.48/(1−x))
x^2 ln(0.43/x)=〖(1−x)〗^2 ln(0.48/(1−x))
x^2 ln(0.53/x)=〖(1−x)〗^2 ln(0.47/(1−x))
x^2 ln(0.7/x)=〖(1−x)〗^2 ln(0.46/(1−x))
x^2 ln(0.23/x)=〖(1−x)〗^2 ln(0.6/(1−x))
x^2 ln(0.28/x)=〖(1−x)〗^2 ln(0.68/(1−x))
x^2 ln(0.14/x)=〖(1−x)〗^2 ln(0.36/(1−x))
x^2 ln(0.25/x)=〖(1−x)〗^2 ln(0.67/(1−x))
x^2 ln(0.34/x)=〖(1−x)〗^2 ln(0.73/((1−x)))
x^2 ln(0.35/x)=〖(1−x)〗^2 ln(0.57/((1−x)))
x^2 ln(0.28/x)=〖(1−x)〗^2 ln(0.68/((1−x)))
a×0.6=25.9
a×0.6=32.9
12x-12/(4+x)=4
12/x-12/4+x=4
84.1 = 30.404ln(x) + 4.1087
50 = 30.404ln(x) + 4.1087
2s^4-6s^2-8=0
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