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On line Solution of Monovariate Equation：
Input any unary equation directly, and then click the "Next" button to obtain the solution of the equation.
It supports equations that contain mathematical functions.
Input any unary equation directly, and then click the "Next" button to obtain the solution of the equation.
It supports equations that contain mathematical functions.
Current location：Equations > On line Solution of Monovariate Equation > The history of univariate equation calculation
（-5.4365598×10^(-11)）×T^(4)+1.9227014×10^(-7)×T^(3)+（-1.1415×10^(-4))×T^(2)+1.0267×T =412.6029895
1.9489079492007=x/(x-1)*(5^(1-1/x)-1)
（-5.4365598×10^(-11)）×T^(4)+1.9227014×10^(-7)×T^(3)+（-1.1415×10^(-4))×T^(2)+1.0267×T =414.340233
2*x=1175/35*(1-cos(x))
2*x=1175/35*(1-cos(x))
（-5.4365598×10^(-11)）×T^(4)+1.9227014×10^(-7)×T^(3)+（-1.1415×10^(-4))×T^(2)+1.0267×T = 417.9848723
ln((180-x)/40)=0.01474×(140-x)
（-5.4365598×10^(-11)）×T^(4)+1.9227014×10^(-7)×T^(3)+（-1.1415×10^(-4))×T^(2)+1.0267×T =419.897947
（-5.4365598×10^(-11) ）×T^(4)+1.9227014×10^(-7)×T^(3)+（-1.1415×10^(-4))×T^(2)+1.0267×T=416.1410549
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215) = lg3.6444877
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215) = lg3.69335834
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215) = lg3.69335834
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215) = lg3.79740984
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215) = lg3.85285922
(209*(1+15%))+(x*8%)=x
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215) = lg3.853
0.433*1/x^0.5-1/3-3*x/(0.2*0.2-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.25*0.25-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.30*0.30-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.35*0.35-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.40*0.40-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.45*0.45-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.50*0.50-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.55*0.55-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.60*0.60-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.65*0.65-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.70*0.70-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.75*0.75-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.80*0.80-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.90*0.90-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.95*0.95-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(1*1-3*x^2)^0.5 = 0
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215) = lg3.745
0.433*1/x^0.5-1/3-3*x/(0.2*0.2-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.25*0.25-3*x^2)^0.5 = 0
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215)=lg3.7445114
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1.9489079492007=x/(x-1)*(5^(1-1/x)-1)
（-5.4365598×10^(-11)）×T^(4)+1.9227014×10^(-7)×T^(3)+（-1.1415×10^(-4))×T^(2)+1.0267×T =414.340233
2*x=1175/35*(1-cos(x))
2*x=1175/35*(1-cos(x))
（-5.4365598×10^(-11)）×T^(4)+1.9227014×10^(-7)×T^(3)+（-1.1415×10^(-4))×T^(2)+1.0267×T = 417.9848723
ln((180-x)/40)=0.01474×(140-x)
（-5.4365598×10^(-11)）×T^(4)+1.9227014×10^(-7)×T^(3)+（-1.1415×10^(-4))×T^(2)+1.0267×T =419.897947
（-5.4365598×10^(-11) ）×T^(4)+1.9227014×10^(-7)×T^(3)+（-1.1415×10^(-4))×T^(2)+1.0267×T=416.1410549
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215) = lg3.6444877
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215) = lg3.69335834
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215) = lg3.69335834
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215) = lg3.79740984
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215) = lg3.85285922
(209*(1+15%))+(x*8%)=x
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215) = lg3.853
0.433*1/x^0.5-1/3-3*x/(0.2*0.2-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.25*0.25-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.30*0.30-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.35*0.35-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.40*0.40-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.45*0.45-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.50*0.50-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.55*0.55-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.60*0.60-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.65*0.65-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.70*0.70-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.75*0.75-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.80*0.80-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.90*0.90-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.95*0.95-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(1*1-3*x^2)^0.5 = 0
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215) = lg3.745
0.433*1/x^0.5-1/3-3*x/(0.2*0.2-3*x^2)^0.5 = 0 0.433*1/x^0.5-1/3-3*x/(0.25*0.25-3*x^2)^0.5 = 0
1/4.575835(7.280673lnT+2×(-1.434148)×10^(-3)×T+0.0000035224389×T^(2)+4/3×(-1.0484129)×10^(-9)×T^(3)+5/4×1.242904×10^(-13)×T^(4)-40.29215)=lg3.7445114
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