solution: Given Data four tourists plan on taking a bus tour around Toronto. to hop on and off the bus at any of the This town allows them 8 stops available. Probability of an event. E, -0 PCE) - % where anle) , number of outcomes / cases ) Possibilities fa vura- event & and N = n(s) = Total number all possible outcomes) cases / Possibilities, There are u tourists and 8 locations, since the same location can be visited by more thos one tourist, total number of possible location visits. 39. 402 — wide (O), N= 4096 -> @ The probability that two attend one location and two . attend another some location
Two attending one location can any a out of u tourist in & (21.(4- 226 Then the two necessarily visit another beation - There is only one possibility, the first pair can choose any one of 8 locations ing ways and than the second. pain can choose only one of the remaining 7 locations, Total number of possibilities = 6x8x7 = 336 videli), n = 336 - 0.6 and Ⓡ eq ng is probability that two attend one location and two attend another location - Ó - 336 4096 = 0.0820 Anduen
1 The probability that no tourists hop off at the Distillery Distsic and Bata shoe museum oh no tourists hop off at the Distillery Distict shoe museum, the number of location choices nedures location number of museum, the and Bata shoe to 6. visits = 64 location from 8 of possible Total number - 1996 the District and Buta eq" 0.00 m 2 ☺ Probability that no tourist hop off at Shop mugem - 0.3164 0 - off at can loma one tourist get @ that at least The probability of location 1- P (no tourist gets off at casa loma) No tourist gets off at casa loma 3) the number choices reduces from 8 67. Total number of possible location visite = 74.200) - ☺
Probability that at least one tourist get off at casa Lonca el (2401) 4096) = 1-0.5862 = 0.4138