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Evaluate: integral of [(1)/sqrt(-x^2-4x-3)]dx
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dat is hard
can u tell me a polyhedron in an easy way
\[\Large \sqrt{-x^2-4x-3}=\sqrt{1-(x+2)^2}\] you may use trigonometric substitution if you haven't recognize the integral as Arcsine or \(sin^{-1}\)
ohhhhhh!
xD wow. now i see it
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so the answer would just be arcsin (x+2) ?
yup.
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