This one has me baffled:
∫e-√(x2 + a2)dx
I made the obvious substitution:
y = √(x2 + a2)
and came up with:
∫dy y e-y/√(y2 - a2)
Integrating by parts results in:
e-y√(y2 - a2) + ∫e-y dy √(y2 - a2)
and got stuck. Any ideas?
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