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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    68.3687 + ( (0.0828135 - 68.3687) / (( 1 + (x/44371.4)^0.981905))^10 )=0.08258
     68.3687 + ( (0.0828135 - 68.3687) / (( 1 + (x/44371.4)^0.981905))^10 )=0.08132
    68.3687 + ( (0.0828135 - 68.3687) / (( 1 + (x/44371.4)^0.981905))^10 )=0.07572
     68.3687 + ( (0.0828135 - 68.3687) / (( 1 + (x/44371.4)^0.981905))^10 )=0.07522
     68.3687 + ( (0.0828135 - 68.3687) / (( 1 + (x/44371.4)^0.981905))^10 )=0.06024
     68.3687 + ( (0.0828135 - 68.3687) / (( 1 + (x/44371.4)^0.981905))^10 )=0.1016
     68.3687 + ( (0.0828135 - 68.3687) / (( 1 + (x/44371.4)^0.981905))^10 )=1.211
     (50*707 /r/(600-r) -1)(50* 707 /r/(600-r) -1)=1/r
     (50*707 /r(600-r) -1)(50* 707 /r(600-r) -1)=1/r
    ((2584+1000-6140)/6140)*0.5=((1845+X)-3716)/3716
    x+x*0.03=213.8
    (8980+30+X)*3.4%=4X
    -5y=-5
    tan(x/1)
    ((2584+1352-6140)/6140)*0.5=((1845+X)-3716)/3716
    56^2+26^2=x^2+50.576660^2
    56*56+26*26=x^2+5.483340^2
    y^2-56*y+277=0
    953*a^2-53368*a+263981=0
    59.594738^2+a^2=3812

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