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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    4*sqrt((8.8x)^2+1)=x*sqrt(4x^2+1)*sqrt(1600x^2+1)
    0.22x*0.57=5
    4x=0.577*sqrt(4*0.577^2+1)
    90-arctanw=60
    90-arctanx = 60
    1/(2*0.43*sqrt(1-0.43^2))=1/sinx
    180/3.14=20/x
    4=w*sqrt(4w^2+1)
    90+arctan(0.97*0.24)-arctan(0.1*0.24)-arcatn(0.01*0.24)-arcatn(17.16*0.24)
    sqrt((0.97x)^2+1)=xsqrt((0.001x)^2+1)*sqrt((0.1x)^2+1)*sqrt((17.16x)^2+1)
    5.11*0.057*x=5
    100x=5.11*sqrt((0.01*5.11)^2+1)*sqrt((0.1*5.11)^2+1)
    90-arctan(0.01x)-arctan(0.1x)=60
    100=x*sqrt((0.01x)^2+1)*sqrt((0.1x)^2+1)
    5*sqrt((11.3x)^2+1)=x*sqrt(x^2+1)*sqrt((0.25x)^2+1)*sqrt((118.3x)^2+1)
    5=0.44*0.096*x
    5x/(0.44*sqrt(0.44^2+1)*sqrt((0.25*0.44)^2+1))=1
    90-arctanx-arctan(0.25*x)=60
    5=x*sqrt(x^2+1)*sqrt((0.25x)^2+1)
    16/(w*sqrt(w^2+1))=1/sqrt(13.9)

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