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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    -0.017900000000000027*0.2324 + 0.02560000000000001y = 0.002088599999999996
    -0.017900000000000027*0.2324 + 0.02560000000000001y = 0.002088599999999996
    -0.017900000000000027*0.2324 + 0.02560000000000001y = 0.002088599999999996
    -0.017900000000000027*0.2324 + 0.02560000000000001y = 0.002088599999999996
    -0.017900000000000027*0.2324 + 0.02560000000000001y = 0.002088599999999996
    -0.017900000000000027*0.2324 + 0.02560000000000001y = 0.002088599999999996
    -0.017900000000000027*0.2324 + 0.02560000000000001y = 0.002088599999999996
    -0.017900000000000027*0.2324 + 0.02560000000000001y = 0.002088599999999996
    -0.017900000000000027*0.2324 + 0.02560000000000001y = 0.002088599999999996
    -0.017900000000000027*0.2324 + 0.02560000000000001y = 0.002088599999999996
    -0.017900000000000027*0.2324 + 0.02560000000000001y = 0.002088599999999996
    -0.017900000000000027*0.2324 + 0.02560000000000001y = 0.002088599999999996
    -0.017900000000000027*0.2324 + 0.02560000000000001y = 0.002088599999999996
    -0.017900000000000027*0.2324 + 0.02560000000000001y = 0.002088599999999996
    66666666666666666666666666=2a
    x-0.045x=300000
    (X-16%)÷(18%-X)=160÷50
    X-16%÷18%-X=160÷50
    x-0.045x=100000
    200(15%-X)=100(X-10%)

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