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
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On line Solution of Monovariate Equation
> The history of univariate equation calculation
A-(185000*((78.56*10^-3)^2)*96.02^2)/(24*A^2)=420-(185000*((77.82*10^-3)^2)*92.06^2)/(24*420^2)-(11.5*10^-6)*185000*30
A-(185000*((78.56*10^-3)^2)*96.02^2)/(24*A^2)=420-(185000*((77.82*10^-3)^2)*92.06^2)/(24*420^2)-(11.5*10^-6)*185000*35
A-(185000*((78.56*10^-3)^2)*96.02^2)/(24*A^2)=420-(185000*((77.82*10^-3)^2)*92.06^2)/(24*420^2)-(11.5*10^-6)*185000*40
A-(185000*((78.56*10^-3)^2)*96.02^2)/(24*A^2)=420-(185000*((77.82*10^-3)^2)*92.06^2)/(24*420^2)-(11.5*10^-6)*185000*45
A-(185000*((78.56*10^-3)^2)*50^2)/(24*A^2)=420-(185000*((77.82*10^-3)^2)*50^2)/(24*420^2)-(11.5*10^-6)*185000*0
A-(185000*((78.56*10^-3)^2)*50^2)/(24*A^2)=420-(185000*((77.82*10^-3)^2)*50^2)/(24*420^2)-(11.5*10^-6)*185000*5
A-(185000*((78.56*10^-3)^2)*50^2)/(24*A^2)=420-(185000*((77.82*10^-3)^2)*50^2)/(24*420^2)-(11.5*10^-6)*185000*10
A-(185000*((78.56*10^-3)^2)*50^2)/(24*A^2)=420-(185000*((77.82*10^-3)^2)*50^2)/(24*420^2)-(11.5*10^-6)*185000*15
A-(185000*((78.56*10^-3)^2)*50^2)/(24*A^2)=420-(185000*((77.82*10^-3)^2)*50^2)/(24*420^2)-(11.5*10^-6)*185000*20
A-(185000*((78.56*10^-3)^2)*50^2)/(24*A^2)=420-(185000*((77.82*10^-3)^2)*50^2)/(24*420^2)-(11.5*10^-6)*185000*25
A-(185000*((78.56*10^-3)^2)*50^2)/(24*A^2)=420-(185000*((77.82*10^-3)^2)*50^2)/(24*420^2)-(11.5*10^-6)*185000*30
A-(185000*((78.56*10^-3)^2)*50^2)/(24*A^2)=420-(185000*((77.82*10^-3)^2)*50^2)/(24*420^2)-(11.5*10^-6)*185000*35
A-(185000*((78.56*10^-3)^2)*50^2)/(24*A^2)=420-(185000*((77.82*10^-3)^2)*50^2)/(24*420^2)-(11.5*10^-6)*185000*40
A-(185000*((78.56*10^-3)^2)*50^2)/(24*A^2)=420-(185000*((77.82*10^-3)^2)*50^2)/(24*420^2)-(11.5*10^-6)*185000*45
1/15×3+(1/15+1/9)x=1
x^2+2x+1
x+1/x=2/5
x^5+ x^4+ x^3+ x^2+ x=-1
x^3+9x^2+3x-2=-2^x-2^-x
x^3+9x^2+3x+2=2^x+2^-x
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