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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    tanx=(x^2+0.00074x)/(0.037x^2+0.13x+0.00074)
    tanx=(x^2+0.00074x)/(0.037x^2+0.13x+0.00074)
    tanx=(x^2+0.00074x)/(0.037x^2+0.13x+0.00074)
    tanx=(x^2+0.00074x)/(0.037x^2+0.13x+0.00074)
    tanx=(x^2+0.00074x)/(0.037x^2+0.13x+0.00074)
    111.547619=0.916002744*x(56.02-x)^0.5
    tanx=(x+0.00074)/(0.13074+0.037x)
    x=14.58*14.58/2/9.81
    x^2/2/9.81+9370^2/2/9.81/81/81/14.214/14.214=14.214
    (9370/81/x)^2/2/9.81+x=14.21
    9370/81/x+x=14.21
    0.7x=28000
    0.132579699^2=2/x-(2/x^2)(1-e^(-x))
    2.114918934^2=2/x-(2/x^2)(1-e^(-x))
    10000/x+18000/(x+60)=150
    0.132579699^2=2/x-(2/x^2)(1-e^(-x))
    2.44939692^2=2/x-(2/x^2)(1-e^(-x))
    0.8350627^2=2/x-(2/x^2)(1-e^(-x))
    2.114918934^2=2/x-(2/x^2)(1-e(-x))
    2.114918934^2=2/x-(2/x^2)(1-e(-x))

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