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==equ==
Unary equation
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==cal==
Solution inequality
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==LiAl==
Determinant
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==der==
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==img==
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==que==
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On line Solution of Monovariate Equation
> The history of univariate equation calculation
sin(13*arcsin(x))=x^13
sin(11*arcsin(x))=x^11
sin(7*arcsin(x))=x^7
129704.25336939/355 = 150*x+95*((x^2+1)^0.5-1)/((x^2+1)^0.5+x)-(((x^2+1)^0.5-0.5)*x-((3.14159/2-arctan(1/x))*(x^2+1)/2))*95*95/(355*(x+(x^2+1)^0.5)^2)
sin(5*arcsin(x))=x^5
127785.82156/355 = 150*x+95*((x^2+1)^0.5-1)/((x^2+1)^0.5+x)-(((x^2+1)^0.5-0.5)*x-((3.14159/2-arctan(1/x))*(x^2+1)/2))*95*95/(355*(x+(x^2+1)^0.5)^2)
127785.82156/355 = 150*x+95*((x^2+1)^0.5-1)/((x^2+1)^0.5+x)-(((x^2+1)^0.5-0.5)*x-((3.14159/2-arctan(1/x))*3.14159*(x^2+1)/(2*3.14159)))*95*95/(355*(x+(x^2+1)^0.5)^2)
127785.82156/355=150*x+95*((x^2+1)^0.5-1)/((x^2+1)^0.5+x)-(((x^2+1)^0.5-0.5)*x-((3.14159/2-arctan(1/x))*3.14159*(x^2+1)/360))*95*95/(355*(x+(x^2+1)^0.5)^2)
tanx=11
X/126-(95-X)/500=0.238
156428.8402/355=150*x+95*((x^2+1)^0.5-1)/((x^2+1)^0.5+x)-(((x^2+1)^0.5-0.5)*x-((3. 141592653589793/2-arctan(1/x))*3. 141592653589793*(x^2+1)/360))*95*95/(355*(x+(x^2+1)^0.5)^2)
156428.8402/355=150*x+95*((x^2+1)^0.5-1)/((x^2+1)^0.5+x)-(((x^2+1)^0.5-0.5)*x-((3.14159/2-arctan(1/x))*3.14159*(x^2+1)/360))*95*95/(355*(x+(x^2+1)^0.5)^2)
-x^3-cosx
(29+x)/(37+x) = 0.808
156428.8402/355=150*x+95*((x^2+1)^0.5-1)/((x^2+1)^0.5+x)-(((x^2+1)^0.5-0.5)*x-((3.14159/2)-arctan(1/x))*3.14159*(x^2+1)/360)*95*95/(355*(x+(x^2+1)^0.5)^2)
(X-153)/X=0.043
㏑(x+2.470)=2.3035
x/30:20-x/20
x^4-2x^3-x^2+2x+1=0
x^4=1
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