Mathematics
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中文
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==equ==
Unary equation
Multivariate equation
==cal==
Solution inequality
Mathematical calculation
Fractional calculation
Mathematical statistics
Resolving prime factor
Fraction and Decimal Interactions
Lenders ToolBox
==LiAl==
Determinant
Matrix multiplication
Inverse matrix
==der==
Derivative function
==img==
Function image
==que==
Q&A
current location:Solving equations online >
On line Solution of Monovariate Equation
> The history of univariate equation calculation
x^2*ln(0.8*1.98/x/1.695)/(1-x)^2/ln(0.2*1.98/(1-x)/6.193)=1
x^2*ln(0.8*1.90/x/1.695)/(1-x)^2/ln(0.2*1.90/(1-x)/6.193)=1
x^2*ln(0.8*1.93/x/1.695)/(1-x)^2/ln(0.2*1.93/(1-x)/6.193)=1
x^2*ln(0.8*1.94/x/1.695)/(1-x)^2/ln(0.2*1.94/(1-x)/6.193)=1
x^2*ln(0.8*1.844/x/1.695)/(1-x)^2/ln(0.2*1.844/(1-x)/6.193)=1
x^2*ln(0.8*1.544/x/1.695)/(1-x)^2/ln(0.2*1.544/(1-x)/6.193)=1
V=14250-6600-(0.155V+446.5118)-2850-783.75
x^2*ln(0.2*4.679/x/1.695)/(1-x)^2/ln(0.8*4.679/(1-x)/6.193)=1
y*(30+y)=175
x^2*ln(0.4*3.777/x/1.695)/(1-x)^2/ln(0.6*3.777/(1-x)/6.193)=1
x^2*ln(0.6*1.114/x/1.695)/(1-x)^2/ln(0.4*1.114/(1-x)/6.193)=1
x^2*ln(0.8*1.944/x/1.695)/(1-x)^2/ln(0.2*1.944/(1-x)/6.193)=1
x^2*ln(0.8*1.944/x/1.695)/(1-x)^2/ln(0.6*1.944/(1-x)/6.193)=1
lnx=1/x
0.95x+7.2-1.0375x=0
(3.5+x)×7.97=12.13x
(9+2x)×(40+2x)×72%=90×40
(1.005)^12t=e^((t^2)12)
((sqrt(5)-1)/2)^15=x
x ^3 -3 x ^2 + 14 x -24
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