  We consider CP violating effects in decays of the type $B\rightarrow
k_i\gamma \rightarrow K\pi\gamma$, $K^*\pi\gamma$ and $K\rho\gamma$, where
$k_i$ represents a strange meson resonance. We include in our calculations five
of the low-lying resonances with quantum numbers ($J^P$) $1^-$, $1^+$ and
$2^+$. At the quark level these decays are driven by the penguin graph as well
as tree graphs. CP violation arises due to the difference in the CKM phase
between these graphs. We model the final state interaction of the hadronic
system using the low lying $k_i$ resonances. We find that radiative decays of B
mesons give rise to four of the five kaonic resonances at about $1$ to $7 \%$
of the inclusive $b \rightarrow s \gamma$ rate. We find that the probability of
formation of the other three higher resonances is roughly the same as that of
$K^*(892)$, which was recently seen at CLEO. In addition to the partial rate
asymmetry which arises due to interference between resonances of the same
quantum numbers, we show how interference between resonances of the same
parity, and also between resonances of the opposite parity, result in two
different types of energy asymmetries. CP differential asymmetries at the level
of a few percent seem possible. We thus obtain CP violating distributions which
may be observed in a sample of about $10^9$\relax $B^\pm$ mesons.
