Mathematics, 12.02.2020 19:49 thelonewolf5020
A survey of benefits for 254 corporate executives (Business Week, October
24, 1994) showed that 155 executives were provided mobile phones, 152 were
provided club memberships, and 110 were provided both mobile phones and
club memberships as perks associated with their position.
(a) Let M be the event of having a mobile phone and C be the event of having a
club membership. Find the following probabilities: P (M ), P (C ), and
P (M ∩ C ).
(b) Use the probabilities in part (a) to compute the probability that a corporate
executive has at least one of the two perks.
(c) What is the probability that a corporate executive does not have either
of these perks.
15
(d) Organize the probabilistic information into a probability tree whose first
stage represents ownership of a mobile phone, and whose second stage
represents enrollment in club membership.
(e) Determine the probability that a corporate executive does not have club
membership given that that executive has a mobile phone.
(f ) Determine the probability that a corporate executive does not have a
mobile phone given that that executive does not have club membership.
Answers: 2
Mathematics, 21.06.2019 19:30
What are the solutions to the following equation? |m| = 8.5 the value of m is equal to 8.5 and because each distance from zero is 8.5.
Answers: 3
Mathematics, 21.06.2019 22:30
Need this at the city museum, child admission is 6 and adult admission is 9.20. on tuesday, 132 tickets were sold for a total sales of 961.60. how many adult tickets were sold that day?
Answers: 1
A survey of benefits for 254 corporate executives (Business Week, October
24, 1994) showed tha...
24, 1994) showed tha...
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