Abstract
The aim of this paper is to establish three general finite integral formulas involving a Bessel function of the first kind. The results are given in terms of Wright's generalized hypergeometric function $_p\Psi _{q}$ and generalized hypergeometric function $_p F _{q}$. These are obtained with the help of an interesting integral due to Lavoie and Trottier. Several results including special cases obtained very recently by Agarwal, et. al. have been given in the corrected forms.
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