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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    X-0-148500-8663-5.3%X=227092
    5*96485*(exp(0.5/0.0257-x+2)-exp(-0.5/0.0257+x+2))=0.0257*x*(120000000+100000*x*x)
    5*96485*(exp(0.5/0.0257-x+2)-exp(-0.5/0.0257+x+2))=-0.0257*x*(120000000+100000*x*x)
    X×12+1.5%X=483371
    X-0-147000-8575-5.3%X=302177
    X-0-147000-7350-5.3%X=302177
    X-0-147000-6125-5.3%X=302177
    X-0-148500-6188-5.3%X=305261
    X-0-148500-7425-5.3%X=305261
    X-0-123750-7425-5.3%X=305261
    X-0-123750-7425-5.3%X=227092
    X-0-123750-4950-5.3%X=227092
    X-0-122500-4900-5.3%X=224799
    X-0-121250-4850-5.3%X=222505
    1/(6-x)
    y=-2(1/2)^|
    200x20%X2x-200x30%Xx=8000
    5*96485*(exp(0.5/0.0257-x+2)-exp(-0.5/0.0257+x+2))=0.0257*x*(0.12+0.0001*x*x)
    5*96485*(exp(0.5/0.0257-x+2)-exp(-0.5/0.0257+x+2))=-0.0257*x*(12+0.1*x*x)
    5*96485*(exp(0.5/0.0257-x+2000)-exp(-0.5/0.0257+x+2000))=-0.0257*x*(0.12+0.0001*x*x)

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