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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    (600-20X)(X+1)=2600
    16891.046748014/122.5 = 150*x+95*((x^2+1)^0.5-1)/((x^2+1)^0.5+x)-(((x^2+1)^0.5-0.5)*x-((3.14159/2-arctan(1/x))*(x^2+1)/2))*95*95/(122.5*(x+(x^2+1)^0.5)^2)
    33166.10574929/150 = 150*x+95*((x^2+1)^0.5-1)/((x^2+1)^0.5+x)-(((x^2+1)^0.5-0.5)*x-((3.14159/2-arctan(1/x))*(x^2+1)/2))*95*95/(150*(x+(x^2+1)^0.5)^2)
    49522.3110700313/177.5 = 150*x+95*((x^2+1)^0.5-1)/((x^2+1)^0.5+x)-(((x^2+1)^0.5-0.5)*x-((3.14159/2-arctan(1/x))*(x^2+1)/2))*95*95/(177.5*(x+(x^2+1)^0.5)^2)
    82733/242.5 = 150*x+95*((x^2+1)^0.5-1)/((x^2+1)^0.5+x)-(((x^2+1)^0.5-0.5)*x-((3.14159/2-arctan(1/x))*(x^2+1)/2))*95*95/(242.5*(x+(x^2+1)^0.5)^2)
    99657.2299078741/280 = 150*x+95*((x^2+1)^0.5-1)/((x^2+1)^0.5+x)-(((x^2+1)^0.5-0.5)*x-((3.14159/2-arctan(1/x))*(x^2+1)/2))*95*95/(280*(x+(x^2+1)^0.5)^2)
    (X+5)*e^X
    4(t+16)^(-1)+9t^(-1)=1
    4(t+16)^(-1)+9t(-1)=1
    (3/4)*x+(3/5)*(57-x)=x*(4/5)
    x(10-2x)²
    x(10-2x)²
    x(10-2x)
    x*5+4^x=6
    x/5+4^x=1
    17.4*0.005/(17.4-x)+7.18*0.2492/(7.18-x)+0.4/(5-x)+2.17*0.0953/(2.17-x)+2*0.0288/(2-x)+0.5417/(1-x)=0
    √(2-x)
    100x(1-x)=16
    109/x-98=9.88
    1500x=1200x(6-x)

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