(1) What probability distribution would you use to describe the number of people who say they prefer the free-range chicken? (2) Using your distribution in (1), calculate the probability that the number of people who say they prefer the free-range chicken is: (a) not 5; (b) no more than 8.

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Chapter1: Combinatorial Analysis
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3. A TV chef claims his free-range chickens taste better than battery-farmed chickens. 10 people are
given a sample of each to taste, without knowing which is which, and are asked to state which
sample they prefer. It is suggested that the participants cannot actually taste the difference, and are
effectively choosing which sample they prefer at random. If this is true,
(1) What probability distribution would you use to describe the number of people who say they
prefer the free-range chicken?
(2) Using your distribution in (1), calculate the probability that the number of people who say they
prefer the free-range chicken is:
(a) not 5;
(b) no more than 8.
(Hint: C (0.5)¹00.246, C (0.5)¹0+C (0.5)¹0 ≈ 0.011)
Transcribed Image Text:3. A TV chef claims his free-range chickens taste better than battery-farmed chickens. 10 people are given a sample of each to taste, without knowing which is which, and are asked to state which sample they prefer. It is suggested that the participants cannot actually taste the difference, and are effectively choosing which sample they prefer at random. If this is true, (1) What probability distribution would you use to describe the number of people who say they prefer the free-range chicken? (2) Using your distribution in (1), calculate the probability that the number of people who say they prefer the free-range chicken is: (a) not 5; (b) no more than 8. (Hint: C (0.5)¹00.246, C (0.5)¹0+C (0.5)¹0 ≈ 0.011)
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