The integral: J(k,l,k',l',p,n,)= integral 0infinity r2jl(kr)jl'(k'r)jn( rho r)dr where mod l-l' mod <or=n<or=l+l' is considered and expressed in terms of well known functions. These integrals occur in many different problems in scattering theory, in particular they are needed in the evaluation of partial wave integrals occurring in the theory of relativistic (e, 2e) collisions, as well as in pion nucleon problems, for example in the calculation of products of nucleon propagators in spherically symmetric medium.