For original paper see B.K. Rao et al., ibid., vol.9, p.L51 (1979). Dynamical exchange effects in the dielectric function of jellium are described by a frequency-dependent local field function G(q, omega ), which the authors earlier derived by the dynamical exchange decoupling method. In the present note, it is analytically deduced that this expression for G(q, omega ) is logarithmically divergent at omega =h(cross) mod q2/2+or-qkm mod m. This logarithmic singularity is due to the discontinuity of the equilibrium distribution function at the Fermi level. In a recent comment, Rao et al. argued that G(q, omega ) does not exhibit a singular behaviour. This statement is shown to be incorrect.