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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
0.275488=(20676.84+x+((20676.84+x)/(265000))*(-665000)+61944.65)/（-112398）
0.275488=(20676.84+x+((20676.84+x)/(265000))*(-665000)+61944.65)/（-112398）
0.275488=(20676.84+x+((20676.84+x)/(265000))*(-665000)+61944.65)/（-112398）
0.275488=(20676.84+x+((20676.84+x)/(265000))*(-665000)+61944.65)/（-112398）
0.275488=(20676.84+x+((20676.84+x)/(265000))*(-665000)+61944.65)/（-112398）
0.275488=(20676.84+x+((20676.84+x)/(265000))*(-665000)+61944.65)/（-112398）
0.2754875=(20676.84+x+((20676.84+x)/(265000))*(-665000)+61944.65)/-112398
X/87-(100-X)/1650=.167
0.275487548000188=(20676.84+x+((20676.84+x)/(265000))*(-665000)+61944.65)/（-112398）
1/(4n*(4n-1))+1/(4n*(4n+3))
x∧2*1366.87+1000x=1000
1.56=(50.24-156.19+x+((50.24-156.19+x)/(14+134))*(-254)+25.77)/(14+134-254+74)
1.56=(50.24+(-156.19)+X+((50.24+(-156.19)+X)/(14+134)*（-254))+25.77)/(14+134+(-254)+74)
0.292=(50.24-156.19+x+((50.24-156.19+x)/(14+134))*(-254)+25.77)/(14+134-254+74)
0.292=(50.24-156.19+x+((50.24-156.19+x)/(14+134))*(-254)+25.77)/(14+134-254+74)
0.292=(50.24-156.19+x+((50.24-156.19+x)/(14+134))*(-254)+25.77)/(14+134-254+74)
1.56=(50.24+(-156.19)+X+((50.24+(-156.19)+X)/(14+134)*（-254))+25.77)/(14+134+(-254)+74)
1.56=(50.24-156.19+x+((50.24-156.19+x)/(14+134))*(-254)+25.77)/(14+134-254+74)
1.56=(50.24-156.19+x+((50.24-156.19+x)/(14+134))*(-254)+25.77)/(14+134-254+74)
1/(1+X)
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