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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
current location:Solving equations online >
On line Solution of Monovariate Equation
> The history of univariate equation calculation
14x+0.4x=15
(X*0.0077)+(X/127.4*42.04)=1700000
x=1625.6+1625.6*0.03+x*0.03+(1625.6+1625.6*0.03+x*0.03)*0.0475+(1625.6+1625.6*0.03+x*0.03+(1625.6+1625.6*0.03+x*0.03)*0.0475)*0.3+x*0.0524
x=1226+x*0.03+(1226+x*0.03)*0.0475+(1226+x*0.03+(1226+x*0.03)*0.0475)*0.15+x*0.0524
((m+2 sqrt(3))/(m^(2)+sqrt(3) m+2))=((2m+2 sqrt(3))/(m^(2)+2 sqrt(3)m+2))
(6.66+x)/(6.66-x)*(15+6.09+x)/(0.03+x/222)=20000
x
x=1477+x*0.0524
(220*2*47-X)*0.9=16084
(220*2*37-X)*0.9=16084.34
(220*2*47-X)*0.9+8*47=16084.34
200*X=50+(60+90)*X
x*18=243+1458/x
5.4×1.5x=0
(x-1) * (e^x + 5) = 1
(x-1) * (e^x + 0) = 1
(x-1) * (e^x + 10) = 1
(27.776+x)×2.95=55.552+76.628-x
(27.776+x)×2.75=55.552+76.628-x
(27.776+x)×2.55=55.552+76.628-x
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