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==equ==
Unary equation
Multivariate equation
==cal==
Solution inequality
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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==
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On line Solution of Monovariate Equation
> The history of univariate equation calculation
1-a/(1.66+a)+1/6.28318530718sin(6.28318530718a/(1.66+a)) = 1/(2*2.0871)
1-a/(1.66+a)+1/6.28318530718sin(6.28318530718a/(1.66+a)) = 1/(2*1.935)
1-a/(1.66+a)+1/6.28318530718sin(6.28318530718a/(1.66+a)) = 1/(2*1.915)
1-a/(1.66+a)+1/6.28318530718sin(6.28318530718a/(1.66+a)) = 1/(2*1.93)
1-a/(1.66+a)+1/6.28318530718sin(6.28318530718a/(1.66+a)) = 1/(2*1.925)
x(lnx+3.1)=0.36
1-a/(1.66+a)+1/6.28318530718sin(6.28318530718a/(1.66+a)) = 1/(2*1.92)
1-a/(1.66+a)+1/6.28318530718sin(6.28318530718a/(1.66+a)) = 1/(2*1.915)
1-a/(1.66+a)+1/6.28318530718sin(6.28318530718a/(1.66+a)) = 1/(2*2.1909)
1-a/(1.66+a)+1/6.28318530718sin(6.28318530718a/(1.66+a))=1/(2*2.1909)
1-a/(1.66+a)+1/6.28318530718sin(6.28318530718a/(1.66+a))=1/(2*2.1909)
1-a/(1.66+a)+1/6.28318530718sin(6.28318530718a/(1.66+a))=0.5*2.1909
1-a/(1.66+a)+1/6.28318530718sin(6.28318530718a/(1.66+a))=1/4.3818
1-a/(1.66+a)+1/6.28318530718sin(6.28318530718a/(1.66+a))=1/4.3818
1-a/(1.66+a)+1/6.2831852sin(6.2831852a/(1.66+a))=1/4.3818
1-a/(1.66+a)+1/6.2831852sin(6.2831852a/(1.66+a))=1/4.3818
(0.168+0.084672x)/(0.00339+0.01344x)＝25
1-a/(1.66+a)+1/6.2831852sin(6.2831852a/(1.66+a))=1/4.3818
（X-360）*75%/3800=（X-660）*75%/2800
（8972+51.44+X）*3.5% = 4X
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