  We extend in several respects our earlier work on O(p^2) corrections to
matrix elements of the electroweak penguin operator O_{ewp}. First, to
facilitate comparison with certain lattice studies we calculate O(p^2)
corrections to <pi|O_{ewp}|K> in the SU(3) limit of equal light quark masses.
Next, we demonstrate how an apparent disagreement in the literature regarding
whether higher order chiral contributions increase or decrease
<2pi_{I=2}|O_{ewp}|K> is simply a consequence of how the leading order chiral
amplitude is defined. Finally, we address an aspect of the epsilon'/epsilon
problem by estimating O(p^2) corrections to recent determinations of
<2pi_{I=2}|Q_{7,8}|K> which were carried out in the chiral limit.
