Question

Consider the following information about passengers on a cruise ship on vacation: 41% check work e-mail, 29% use bring a lapt

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Answer #1

(a)

P(E) = P(a traveler on vacation checks work e-mail)

= 0.4100 [Answer] (It is given in question that 41% travelers check work e-mail)

(b)

P(C) = P(a traveler on vacation uses a cell phone to stay connected)

= 0.2900 [Answer] (It is given in question that 29% travelers use a cell phone)

(c)

P(L) = P(a traveler on vacation brought a laptop)

= 0.2600 [Answer] (It is given in question that 26% travelers brought a laptop)

(d)

P(E and C)P(EnC) P(a traveller on vacation both checks work e-mail and uses a cell phone) [Answer - 0.2200(It is given in question that 22% both check work e-mail and use a cell phone)

(e)

P(EC and C and L)= P(E c nL) - P(a traveller on vacation neither checks work e-mail nor laptop) cell phone nor brings uses a

(It is given in question that 50% neither check work e-mail nor use a cell phone nor bring a laptop)

(f)

P(E or C or L) P(EUCUL) 1 P((EUCU L)C) 1 P(ECncnL - 1- 0.5000 [Using De Morgans Law] Answer] 0.5000

(g)

P(EL 0.8800 Answer

(It is given in question that 88% of those who bring a laptop also check work e-mail)

(h)

P(L|C) = 0.7100 [Answer]   (It is given in question that 71% of those who use a cell phone to stay connected also bring a laptop)

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