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==equ==
Unary equation
Multivariate equation
==cal==
Solution inequality
Mathematical calculation
Fractional calculation
Mathematical statistics
Resolving prime factor
Fraction and Decimal Interactions
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==LiAl==
Determinant
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==der==
Derivative function
==img==
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==que==
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On line Solution of Monovariate Equation
> The history of univariate equation calculation
200x-(-100x+1000)=300 -100x+1000-200x=300
[-0.0037x+308.51-(-0.000003(x^3)+0.004450(x^2)-2.126399x+624.408850)](x-300)=((-0.000003(x^3)+0.004450(x^2)-2.126399x+624.408850)-(0.0034x+284.84))(550-x)
-100x+1000=200x
100x+1000=200x
2388*0.0283*(50.5-x)^0.75=55.98*1.448*0.4878*(x-39)
[-0.0037x+308.51-(-0.000003x^3+0.004450x^2-2.126399x+624.408850)](x-300)=((-0.000003x^3+0.004450x^2-2.126399x+624.408850)-(0.0034x+284.84))(550-x)
2x=6x-2
y=-7/48(1.75-4)(1.75-4)+3
2/3=a(1.75-4)(1.75-4)+3
2/3=a(4*4)+3
cosarcsinx
0.0000001*x^3-0.0030010*x^2+27.2348652*x-82259.5691160
x^2+81=(15-x)^2
x=3/7*(2x+9)
x=3/7*(2x+9)
x(2x+9)=3/7
1.82÷(1+0.01x)=1.7
2732.231×0.028×(40-x)^0.75 = 62.256×0.887×0.488×(x-30)
x^7+x^4+4x^2+19x-10=0
2732.231×0.028×(40-x)^0.75 = 87.923×0.887×0.488×(x-30)
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