Step 1:
\Out of 72 people who answered yes to the question, 8 were male.
\Out of 86 people who answered no to the question, 10 were male.
\Total number of people .
Number of people who answered yes to the question are 72.
\Number of people who answered to the question are .
Let be the event of the person who answered yes.
Probability of the person who answered yes is .
Let be the event of the person who answered were male.
Probability of the person who answered were male is .
Probability of the person who answered yes were male is .
Find the probability of the people who answered yes or were male is .
Probability of the people who answered yes or were male is .
Solution:
\Probability of the people who answered yes or were male is .
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Step 1:
\(2)
\The prices that can be won by the sweepstake are :
\$4900 (1 Chance in 8300); $2200 (1 Chance in 5600); $700 (1 Chance in 4300); $400, (1 chance in 2200).
\Find the Expected value.
\The expected value of a discrete random variable is denoted by E, and it represents the mean value of the outcomes.
\It is obtained by finding the value of , where
is the probability of each outcome.
Expected value:
\Expected value of the strategy is 1.3279.
\Solutions:
\Expected value of the strategy is 1.3279.