Wolfram Mathematica Online Integrator
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Integrate[1/(2 + x^2 + x^4), x] ==
((-I)*ArcTan[x/Sqrt[(1 - I*Sqrt[7])/2]])/
Sqrt[(7*(1 - I*Sqrt[7]))/2] +
(I*ArcTan[x/Sqrt[(1 + I*Sqrt[7])/2]])/
Sqrt[(7*(1 + I*Sqrt[7]))/2]
1
Integrate[-----------, x] ==
2 4
2 + x + x x
-I ArcTan[-------------------]
1 - I Sqrt[7]
Sqrt[-------------]
2
------------------------------ +
7 (1 - I Sqrt[7])
Sqrt[-----------------]
2
x
I ArcTan[-------------------]
1 + I Sqrt[7]
Sqrt[-------------]
2
-----------------------------
7 (1 + I Sqrt[7])
Sqrt[-----------------]
2
Time to compute: 0.49 second
: I: imaginary unit [properties]
: ArcTan[x]: inverse tangent [properties]
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