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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==
Derivative function
==img==
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==que==
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On line Solution of Monovariate Equation
> The history of univariate equation calculation
5*(1/15+1/12)+x*(1/12)=1
X^3-2.41×319.1242^2-(27.08-8.45×0.0001×319.1242^2)×X^2=0
18x=22(x-1.5)
10x/2 = 12(27-x)/3
0x/2 = 12(27-x)/3
10x/2=12(27-x)
x-x-2/2=1+2x-1/3
(sqrt(3*x^2+4)+sqrt(x^2+2))/sqrt(x^2+1)=sqrt(2)/2
27x^3=64
X^3-2.41×320.8834^2-(27.08-8.45×0.0001×320.8834^2)×X^2=0
75=1 *1*e^(14.39155-2795.817/(x+230.002))+1.679*(1-1)*e^(16.59381-3644.297/(x+239.765))
75=1.006*0.9*e^(14.39155-2795.817/(x+230.002))+1.679*(1-0.9)*e^(16.59381-3644.297/(x+239.765))
75=1.026*0.8*e^(14.39155-2795.817/(x+230.002))+1.506*(1-0.8)*e^(16.59381-3644.297/(x+239.765))
3*450x=5*300(21-x)
75=1.059*0.7*e^(14.39155-2795.817/(x+230.002))+1.368*(1-0.7)*e^(16.59381-3644.297/(x+239.765))
75=1.108*0.6*e^(14.39155-2795.817/(x+230.002))+1.259*(1-0.6)*e^(16.59381-3644.297/(x+239.765))
75=1.174*0.5*e^(14.39155-2795.817/(x+230.002))+1.174*(1-0.5)*e^(16.59381-3644.297/(x+239.765))
75=1.259*0.4*e^(14.39155-2795.817/(x+230.002))+1.108*(1-0.4)*e^(16.59381-3644.297/(x+239.765))
75=1.368*0.3*e^(14.39155-2795.817/(x+230.002))+1.059*(1-0.3)*e^(16.59381-3644.297/(x+239.765))
75=1.506*0.2*e^(14.39155-2795.817/(x+230.002))+1.026*(1-0.2)*e^(16.59381-3644.297/(x+239.765))
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