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==equ==
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==LiAl==
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On line Solution of Monovariate Equation
> The history of univariate equation calculation
1.2x-x=5
0.75x-60=0.5x+60
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+5-10)
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*(0+5-10)
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*(5+5-10)
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*(10+5-10)
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+5-10)
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*(20+5-10)
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*(25+5-10)
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*(30+5-10)
48+1.2(x-60) = 0.96x
48+1.2(x-60)=0.96
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+5-10)
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*(40+5-10)
48+1.2(60-x)=0.96x
3(x+2)+x=26
3(x+2)+x=26
1+M-3=0
x^3-2x^2-144=0
(3X-2)÷2=2X-3
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