Mathematics
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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    (236+5X)÷(51+X)=4.99
    (236+5X)÷(51+X)=5
    (236+5X)÷(51+X)=4.8
    (236+5X)÷(51+X)=4.9
    2.04x^2-4.344x+0.304=0
    X^2-2.1x+0.1=0
    (99-73)/(73-62)=(100-T)/(T-86)
    (99-84)/(84-62)=(100-T)/(T-86)
    (66-58)/(58-49)=(85-T)/(T-71)
    (99-72)/(72-62)=(100-T)/(T-86)
    (70-28)/(28-56)=(70-T)/(T-56)
    (38.5-33)/(33-27) = (55-T)/(T-41)
    (29-24)/(24-19) = (55-T)/(T-41)
    (99-81)/(81-67) = (100-T)/(T-86)
    (50.5-41)/(41-39)=(70-T)/(T-56)
    (41-40)/(40-30)=(70-T)/(T-56)
    (48-32)/(32-28)=(70-T)/(T-56)
    (41-28)/(28-24)=(70-T)/(T-56)
    √4x=8
    tanx=0.131

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