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==equ==
Unary equation
Multivariate equation
==cal==
Solution inequality
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Fractional calculation
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Resolving prime factor
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==LiAl==
Determinant
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==der==
Derivative function
==img==
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==que==
Q&A
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On line Solution of Monovariate Equation
> The history of univariate equation calculation
X^3-((-117.6681)-1.3167×(20))×X^2-531.5625×30.3^2 = 0
X^3-((-117.6681)-1.3167×(-10))×X^2-531.5625×40.3^2 = 0
X^3-((-117.6681)-1.3167×(-10))×X^2-531.5625×42.99^2 = 0
X^3-((-81.7628)-1.3167×(-10))×X^2-420×42.99^2 = 0
X^3-((-81.7628)-1.3167×(-10))×X^2-420×40.3^2 = 0
X^3-((-81.7628)-1.3167×(0))×X^2-420×32.2^2 = 0
X^3-((-81.7628)-1.3167×(-25))×X^2-420×30.3^2 = 0
X^3-((-81.7628)-1.3167×(-5))×X^2-420×30.3^2 = 0
X^3-((-81.7628)-1.3167×(0))×X^2-420×30.3^2 = 0
2.2x^2-0.64x+0.032=0
X^3-((-81.7628)-1.3167×(20))×X^2-420×30.3^2 = 0
X^3-((-81.7628)-1.3167×(-20))×X^2-420×30.55^2 = 0
X^3-((-81.7628)-1.3167×(-25))×X^2-420×30.55^2 = 0
x*1.02*2.66*1.99=3.94
X^3-((-81.7628)-1.3167×(-5))×X^2-420×30.55^2 = 0
X^3-((-50.0817)-1.3167×(-5))×X^2-321.5625×30.55^2 = 0
X^3-((-50.0817)-1.3167×(-25))×X^2-321.5625×30.55^2 = 0
X^3-((-50.0817)-1.3167×(-20))×X^2-321.5625×30.55^2 = 0
X^3-((-50.0817)-1.3167×(0))×X^2-321.5625×32.2^2 = 0
X^3-((-50.0817)-1.3167×(0))×X^2-321.5625×30.3^2 = 0
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