STAT 235, ASAP please. 29

Q 29 In 1854, Ferdinand de Lesseps, the former French consul to Cairo, secured an agreement with the Ottoman governor of Egypt to build a canal 100 miles across the Isthmus of Suez, the international team of engineers designing it so that virtually all ships can pass through quickly while the Suez Canal remains open every day of the week. For various reasons (including intense sandstorms and of 1 poor visibility), suppose the number of ships that get considerably delayed follows a Poisson distribution with an average of 0.4 ships per day. If the number of ships that get considerably delayed in a day is independent from other days, what is the probability that the Suez Canal has only one considerably delayed ship in exactly 2 days of the week? (Note: Do not assume this question follows what actually happened in the Suez Canal in March 2021, a large boat getting stuck for 6 days.) O 0.33 O 0.268 0.309 3 0 0.317 O 0.261 Fir Tir Fact saved at 14 23 15