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
30t-3.85t^2=0
0.18499*x^2-2989.657-14.2367*exp(1.46307*0.00048398*1.414/2*x) = 0
0.13338*x^2-2989.657-14.2367*exp(1.38218*0.00048398*1.414/2*x) = 0
0.09247*x^2-2989.657-14.2367*exp(1.30977*0.00048398*1.414/2*x) = 0
0.06066*x^2-2989.657-14.2367*exp(1.24456*0.00048398*1.414/2*x) = 0
0.03665*x^2-2989.657-14.2367*exp(1.18554*0.00048398*1.414/2*x) = 0
0.00812*x^2-2989.657-14.2367*exp(0.92294*0.00048398*1.414/2*x) = 0
0.00229*x^2-2989.657-14.2367*exp(0.95832*0.00048398*1.414/2*x) = 0
0.000015365*x^2-2989.657-14.2367*exp(0.00652*0.00048398*1.414/2*x) = 0
0.00175*x^2-2989.657-14.2367*exp(1.03789*0.00048398*1.414/2*x) = 0
0.008*x^2-2989.657-14.2367*exp(1.08284*0.00048398*1.414/2*x) = 0
x^3-2x^2=144
0.17238*x^2-2989.657-14.2367*exp(1.4315*0.00048398*1.414/2*x) = 0
0.12639*x^2-2989.657-14.2367*exp(1.36216*0.00048398*1.414/2*x) = 0
0.08897*x^2-2989.657-14.2367*exp(1.23862*0.00048398*1.414/2*x) = 0
0.05919*x^2-2989.657-14.2367*exp(1.23862*0.00048398*1.414/2*x) = 0
0.03622*x^2-2989.657-14.2367*exp(1.18337*0.00048398*1.414/2*x) = 0
0.00882^2/2/2.45749*x^2-2989.657-14.2367*exp(0.99641*0.00048398*1.414/2*x) = 0
0.00851*x^2-2989.657-14.2367*exp(0.91921*0.00048398*1.414/2*x) = 0
0.00238*x^2-2989.657-14.2367*exp(0.95666*0.00048398*1.414/2*x) = 0
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