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==equ==
Unary equation
Multivariate equation
==cal==
Solution inequality
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Fractional calculation
Mathematical statistics
Resolving prime factor
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==LiAl==
Determinant
Matrix multiplication
Inverse matrix
==der==
Derivative function
==img==
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==que==
Q&A
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On line Solution of Monovariate Equation
> The history of univariate equation calculation
(tan(0.0385*x))*(tan(0.0385*(40.75-x))) =1/2.56
(tan(0.0385*x))*(tan(0.0385*(40.75-x))) =2.56
tan(0.0385*x)*tan(0.0385*(40.75-x)) =1/ 2.56
tan(0.0385*x)*tan(0.0385*(40.75-x)) = 2.56
tan(0.0385*x)*tan(0.0385*(40.75-x)) = 2.25
tan(0.0385*x)*tan(0.0385*(40.75-x))=4
tan(0.0353*21.2)*tan(0.0373*x)-0.79=0
tan(0.0353*x)*tan(0.0373*(40.75-x))-0.79=0
x=0.75(28-x)
3x+√3-1=0
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)=6000
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)=10000
(155+318)/31*x+155/31*(x+15)+124/31(x+30)=580
(0.525x+2.16)/(1.7x+7.7)+3.3/(x+11)=0.385
(1.5X+61820.5)*0.35/(1.7X+77608.5)+33260.8/(X+110869.485)=0.385
(15-x)/100000=x/22000+(x-0.8)/102000
(15-x)/100000=x/22000+(x-0.8)/10.20
(1+x)^2-1=10.25%
299/31*x+229.5/31*(x+15)+93/31(x+30)=911
(x-0.02x)-((x-0.02x)-0.02*(x-0.02x))=10
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