Question: (a) For the situation of Example 1.2.20, enumerate the ordered samples that make up the unordered samples {4,4,12,12} and {2,9,9,12}. (b) Enumerate the ordered samples

(a) For the situation of Example 1.2.20, enumerate the ordered samples that make up the unordered samples {4,4,12,12} and {2,9,9,12}.
(b) Enumerate the ordered samples that make up the unordered samples {4,4,12,12} and {2,9,9,12}.€ƒ
(c) Suppose that we had a collection of six numbers, {1,2,7,8,14,20}. What is the probability of drawing, with replacement, the unordered sample {2, 7,7, 8,14,14}?
(d) Verify that an unordered sample of size k, from m different numbers repeated
k1,k2,..., km times, has

ordered components, where k1 + k2 + . . . + km = k.
(e) Use the result of the previous part to establish the identity

(a) For the situation of Example 1.2.20, enumerate the ordered

k! kilk!km kc! km- 1

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a b Same as a c There are 6 6 ordered samples with replacement from 1 2 7 8 14 20 The number of orde... View full answer

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