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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
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==LiAl==
Determinant
Matrix multiplication
Inverse matrix
==der==
Derivative function
==img==
Function image
==que==
Q&A
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On line Solution of Monovariate Equation
> The history of univariate equation calculation
0.6*x*(1+260.1717*0.0025)=1
0.6/0.99=(1+0.000001*x)/(1+0.0025*x)
1=3.14159266368*(1+x*0.36)
x-(x/1.01*0.01)-{(x-(x/1.01*0.01))*0.8-(x/1.01*0.01*0.07/2)}*0.2-(x/1.01*0.01*0.07/2)=6400
3/(2+x)=15
x-(x/1.01*0.01)-(x/1.01*0.01*0.07/2)-{x-(x/1.01*0.01)-(x/1.01*0.01*0.07/2)}*0.16=6400
160×X+X×1.5×80=5500
188.7098564=(0.01907215)+(303.10147*x)-(2060.8957*x^2.5)+(14023.06*x^3)
162.0820914=(0.01907215)+(303.10147*x)-(2060.8957*x^2.5)+(14023.06*x^3)
165.2463937=(0.01907215)+(303.10147*x)-(2060.8957*x^2.5)+(14023.06*x^3)
168.4568195=(0.01907215)+(303.10147*x)-(2060.8957*x^2.5)+(14023.06*x^3)
183.4849928=(0.01907215)+(303.10147*x)-(2060.8957*x^2.5)+(14023.06*x^3)
309.5762191=(0.01907215)+(303.10147*x)-(2060.8957*x^2.5)+(14023.06*x^3)
301.9710362=(0.01907215)+(303.10147*x)-(2060.8957*x^2.5)+(14023.06*x^3)
333.2262419=(0.01907215)+(303.10147*x)-(2060.8957*x^2.5)+(14023.06*x^3)
322.5592208=(0.01907215)+(303.10147*x)-(2060.8957*x^2.5)+(14023.06*x^3)
390.4220592=(0.01907215)+(303.10147*x)-(2060.8957*x^2.5)+(14023.06*x^3)
110.8644352=(0.01907215)+(303.10147*x)-(2060.8957*x^2.5)+(14023.06*x^3)
117.083954=(0.01907215)+(303.10147*x)-(2060.8957*x^2.5)+(14023.06*x^3)
123.0649122=(0.01907215)+(303.10147*x)-(2060.8957*x^2.5)+(14023.06*x^3)
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