Answer
Let Role Playing Game = R
Strategy Game = S
P(R) = 0.139
P(S) = 0.354
$P(S^{c}) = 1 - P(S)$
= 1 - 0.354
= 0.646
$P(R∩S^{c}) = 0.139\\
P(R|S^{c}) = P(R∩S^{c}) / P(S^{c})$
= 0.139 / 0.646
= 0.215
Work Step by Step
Let Role Playing Game = R
Strategy Game = S
P(R) = 0.139
P(S) = 0.354
$P(S^{c}) = 1 - P(S)$
= 1 - 0.354
= 0.646
$P(R∩S^{c}) = 0.139\\
P(R|S^{c}) = P(R∩S^{c}) / P(S^{c})$
= 0.139 / 0.646
= 0.215