Mathematics
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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
15x2-104x+128=0
(1-x)^1.5=0.0112x/(0.95-x)
0.907=x×0.79/x+1+0.95/x+1
2x^3-7x+2=0
0.95*48*1000*x=1131*360+0.45*470*1000*(100-x)
0.95*48*1000*x=1131*360+0.45470*1000*(100-x)
x^2+5x=2x(x+2)
sin(2x)-2x=-0.4π
x^(1/4)
4.5522=(39995.963+x+(39995.963+x)/(-90038928)+(39995.963+x)/(-90038928)+46651.33)/1462
4.5522=(39995.963+x+(39995.963+x)/10248*(-8786)+(39995.963+x)/10248*(-8786)+46651.33)/1462
4.5522=(39995.963+x+(39995.963+x)/10248*(-8786)+(39995.963+x)/10248*(-8786)+46651.33)/1462
4.5522=(39995.963+x+(39995.963+x)/10248*(-8786)+((39995.963+x)/10248*(-8786)+46651.33))/1462
4.5522=((39995.963+x+(39995.963+x)/10248*(-8786)+((39995.963+x)/10248*(-8786)+46651.33)))/1462
4.5522=((0+39995.963+x+(39995.963+x)/(1462+8786)*(-8786)+((39995.963+x)/(1462+8786)*(-8786)+46651.33)))/1462
4.5522=((0+39995.963+X+(39995.963+X)/(1462+8786)*(-8786)+(39995.963+X)/(1462+8786)*(-8786)+46651.33))/1462
4.55223799226042=((0+39995.963+X+(39995.963+X)/(1462+8786)*(-8786)+(39995.963+X)/(1462+8786)*(-8786)+46651.33))/1462
1.56=(50.24-156.19+x+((50.24-156.19+x)/(14+134))*(-254)+25.77)/(14+134-254+74)
4.55223799226042={(0+39995.963+X+(39995.963+X)/(1462+8786)*(-8786)+(39995.963+X)/(1462+8786)*(-8786)+46651.33)}/1462
X(X+5)=X+1
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