P(getting a club), p = 1/4 (There are 4 suits with 13 card each and club is one of those)
P(not getting a club), q = 1 - p = 3/4
Number of draws, n = 20
Binomial distribution: P(X) = nCx px qn-x
P(getting a club between 8 and 10 times, inclusive) = P(8) + P(9) + P(10)
= 20C8x(1/4)8x(3/4)12 + 20C9x(1/4)9x(3/4)11 + 20C10x(1/4)10x(3/4)10
= 0.0609 + 0.0271 + 0.0099
= 0.0979
A card is drawn from an ordinary deck and recorded and replaced it each time. Experiment is repea...
Click Submit to complete this assessment 2 points Question 18 A card is drawn from an ordinary deck and recorded and replaced it each time. Experiment is repeated for 20 times. Find th probability of getting a club between 8 and 10 times inclusively. [2 MARKS] 0.9591 0.9961 0.0370 0.0979
Click Submit to complete this assessment 2 points Question 18 A card is drawn from an ordinary deck and recorded and replaced it each time. Experiment is repeated for 20...
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A.
B.
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E.
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