  We characterize the bounded, compact, and Schatten class product of Volterra
type integral and composition operators acting between weighted Fock spaces.
Our results are expressed in terms of certain Berezin type integral transforms
on the complex plane $\CC$. We also estimate the norms and essential norms of
these operators in terms of the integral transforms. All our results are valid
for weighted composition operators when acting between the class of weighted
Fock spaces considered.
