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What is J_o

\(J_0\) is the bessel function of order 0

looks like you are up to something!!

|dw:1349011854953:dw|

this doesn't looks like converging ... let's try some other.

For a=1, the numerical value seems to be
0.540302

\[\int_{0}^{\infty} \text{J}_0(a\sqrt{1+x^2}) \ \text{d}x=\frac{\cos a}{a}\]

how do do that man?