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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
X/126-(85-X)/500+10/87=0.256
X/126-(80-X)/500+15/87=0.256
X/126-(80-X)/1000+15/87=0.256
15/133.58+3/44.7+X/1000+(74.3-X)/1650=0.225
15/133.58+3/44.7+X/1000+(74.4-X)/1650=0.226
15/133.58+3/44.7+X/1000+(74.4-X)/1650=0.225
X/126-(80-X)/1000+15/87=0.238
X/126-(95-X)/1000=0.238
(1+0.5x)(1+x)^3=2
4000/(101×0.12+x)+10000/(x)+7500/(x)=150
8000/(101×0.12+x)+10000/(x)+5500/(x)=150
8000/(101×0.12+x)+10000/(x)+8000/(x)=150
8000/(112×0.12+x)+10000/(x)+10000/(112×0.2+x)=150
8000/(112×0.12+x)+10000/(x)+10000/(112×0.2+x)=150
8000/(112×0.12+x)+10000/(112×0.2+x)+10000/(112×0.2+x)=150
7500/(112×0.12+x)+10000/(112×0.2+x)+10000/(112×0.2+x)=150
38.44+116.76+275.02=33.22+61.79+181.83+x(74.34+13.07x)
7500/(112×0.12+x)+10000/(112×0.2+x)+10000/(x)=150
7500/(112×0.12+x)+10000/(x)+10000/(x)=150
7500/(112×1.12+x)+10000/(112+x)+10000/(112+x)=150
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