1. The problem asks to find the probability of the intersection of events C and E, denoted as $P(C \cap E)$. 2. From the table, $P(C \cap E)$ is the probability where both C and E occur simultaneously. 3. Locate the cell in the table where row E and column C intersect. This value is given as 0.13. 4. Therefore, $P(C \cap E) = 0.13$. 5. This means the probability that both events C and E happen together is 0.13.