Sarah, Simone, Katrina Eduardo, Dawn, Kim, Maria, and Tyrone have all been invited to a dinner...
Jim, Sergio, Eduardo, and Simone have all been invited to a dinner party. They arrive randomly and each person arrives at a different time. a. In how many ways can they arrive? b. In how many ways can Jim arrive first and Simone last? c. Find the probability that Jim will arrive first and Simone last. (Type an integer.) An apartment complex offers apartments with four different options, designated by A through D. There are an equal number of apartments...
Eleven, Lucas, Chief Hopper, The Demogorgon, and Karen have all been invited to Ted Wheeler’s strange dinner party. They arrive randomly, and each individual arrives at a different time. What is the probability that Chief Hopper will arrive first, Karen will be the second to arrive, and Eleven will arrive last?