Question

the histograms each represent part of a binomial distribution. each distribution has the same probability of success, p, but different numbers of trials, n. identify the unusual values of x in each histogram.
(a) n = 4
(b) n = 8
(c) n = 12

identify the unusual values of x in histogram (a). choose the correct answer below.
a. x = 3
b. x = 0, x = 1, x = 2, and x = 8
c. x = 0
d. there are no unusual values of x in the histogram.

identify the unusual values of x in histogram (b). choose the correct answer below.
a. x = 5
b. x = 0
c. x = 0, x = 1, x = 2, and x = 8
d. there are no unusual values of x in the histogram.

Explanation:

Identify unusual values for histogram (a)

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Identify unusual values for histogram (b)

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Answer:

Question 1

• (A) \(x = 3\)
• (B) \(x = 0, x = 1, x = 2, \text{ and } x = 8\)
• (C) \(x = 0\) (Correct answer)
• (D) There are no unusual values of \(x\) in the histogram.

Question 2

• (A) \(x = 5\)
• (B) \(x = 0\)
• (C) \(x = 0, x = 1, x = 2, \text{ and } x = 8\) (Correct answer)
• (D) There are no unusual values of \(x\) in the histogram.