On several new laplace transforms of generalized hypergeometric functions ₂F₂(x)

By employing generalizations of Gauss’s second, Bailey’s and Kummer’s summation theorems obtained earlier by Rakha and Rathie, we aim to establish presumably new Laplace transforms of six rather general formulas of generalized hypergeometric function ₂F₂ [a, b; c, d; x].