. (1 35 small size, 90 regular size, and 25 large size. Pumpkins are sampled without replacement until finding the first pumpkin that is of regular size. Let X denote the number of pumpkins that must be sampled before finding the first regular size pumpkin. Compute f(4) = P(X = 4). S) A pumpkin patch has 150 pumpkins: Select the correct multiple choice answer below (do not round numbers in this problem until obtaining your final answer). No work will be graded in this problem. (a) 0.0148 (b) 0.0154 (с) 0.0241 (d) 0.0256 (e) 0.0380

A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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6. (
35 small size, 90 regular size, and 25 large size. Pumpkins are sampled
without replacement until finding the first pumpkin that is of regular
size. Let X denote the number of pumpkins that must be sampled before
finding the first regular size pumpkin. Compute f(4) = P(X = 4).
es
S) A pumpkin patch has 150 pumpkins:
Select the correct multiple choice aswer below (do not round numbers in
this problem until obtaining your final answer). No work will be graded
in this problem.
(а) 0.0148
(b) 0.0154
(c) 0.0241
(d) 0.0256
(е) 0.0380
Transcribed Image Text:6. ( 35 small size, 90 regular size, and 25 large size. Pumpkins are sampled without replacement until finding the first pumpkin that is of regular size. Let X denote the number of pumpkins that must be sampled before finding the first regular size pumpkin. Compute f(4) = P(X = 4). es S) A pumpkin patch has 150 pumpkins: Select the correct multiple choice aswer below (do not round numbers in this problem until obtaining your final answer). No work will be graded in this problem. (а) 0.0148 (b) 0.0154 (c) 0.0241 (d) 0.0256 (е) 0.0380
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