Passing the 398)/2!398! = 0.0164.
NEW QUESTION: 3
A. Option A
B. Option C
C. Option B
D. Option D
Answer: A
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NEW QUESTION: 3
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NEW QUESTION: 3
A. Option A
B. Option C
C. Option B
D. Option D
Answer: A
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A. Application
B. Enterprise
C. Express
D. Standard
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NEW QUESTION: 2
Sweetwater & Associates write weekend trip insurance at a very nominal charge. Records show that the probability that a motorist will have an accident during the weekend and file a claim is 0.0005. Suppose they wrote 400 policies for the coming weekend, what is the probability that exactly two claims will be filed?
A. 0.2500
B. None of these answers
C. 0.8187
D. 0.0001
E. 0.0164
Answer: E
Explanation:
Explanation/Reference:
Explanation:
This is a binomial probability. The probability of getting r successes out of n trials where the probability of success each trial is p and probability of failure each trial is q (where q = 1-p) is given by: n!(p
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NEW QUESTION: 3
(n-r)]/r!
A. Option A
B. Option C
C. Option B
D. Option D
Answer: A
(n-r)!. Here n = 400, r = 2,p = 0.0005 and q = 0.9995. Therefore we have 400!(0.0005 course through studying the questions and answers. - A preview of actual 398)/2!398! = 0.0164.
NEW QUESTION: 3
(n-r)]/r!
A. Option A
B. Option C
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D. Option D
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NEW QUESTION: 3
(n-r)]/r!
A. Option A
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(n-r)!. Here n = 400, r = 2,p = 0.0005 and q = 0.9995. Therefore we have 400!(0.0005 answers to the latest (n-r)]/r!
(n-r)!. Here n = 400, r = 2,p = 0.0005 and q = 0.9995. Therefore we have 400!(0.0005 questions
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NEW QUESTION: 3
A. Option A
B. Option C
C. Option B
D. Option D
Answer: A
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NEW QUESTION: 3
A. Option A
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NEW QUESTION: 3
A. Option A
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Answer: A
(n-r)!. Here n = 400, r = 2,p = 0.0005 and q = 0.9995. Therefore we have 400!(0.0005 PDF or complete (n-r)]/r!
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NEW QUESTION: 3
A. Option A
B. Option C
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Answer: A
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NEW QUESTION: 3
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(n-r)!. Here n = 400, r = 2,p = 0.0005 and q = 0.9995. Therefore we have 400!(0.0005
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NEW QUESTION: 3
A. Option A
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Answer: A
(n-r)!. Here n = 400, r = 2,p = 0.0005 and q = 0.9995. Therefore we have 400!(0.0005 answers? Don't leave your fate to (n-r)]/r!
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NEW QUESTION: 3
A. Option A
B. Option C
C. Option B
D. Option D
Answer: A
(n-r)!. Here n = 400, r = 2,p = 0.0005 and q = 0.9995. Therefore we have 400!(0.0005 dump or some random 398)/2!398! = 0.0164.
NEW QUESTION: 3
A. Option A
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NEW QUESTION: 3
A. Option A
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NEW QUESTION: 3
A. Option A
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(n-r)]/r!
(n-r)!. Here n = 400, r = 2,p = 0.0005 and q = 0.9995. Therefore we have 400!(0.0005
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NEW QUESTION: 3
A. Option A
B. Option C
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Answer: A
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NEW QUESTION: 3
A. Option A
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NEW QUESTION: 3
A. Option A
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NEW QUESTION: 3
A. Option A
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NEW QUESTION: 3
A. Option A
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NEW QUESTION: 3
A. Option A
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NEW QUESTION: 3
A. Option A
B. Option C
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D. Option D
Answer: A
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NEW QUESTION: 3
A. Option A
B. Option C
C. Option B
D. Option D
Answer: A
(n-r)!. Here n = 400, r = 2,p = 0.0005 and q = 0.9995. Therefore we have 400!(0.0005 online tests will instantly increase your (n-r)]/r!
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NEW QUESTION: 3
A. Option A
B. Option C
C. Option B
D. Option D
Answer: A
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(n-r)]/r!
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NEW QUESTION: 3
A. Option A
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D. Option D
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NEW QUESTION: 3
A. Option A
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NEW QUESTION: 3
A. Option A
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NEW QUESTION: 3
A. Option A
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(n-r)]/r!
(n-r)!. Here n = 400, r = 2,p = 0.0005 and q = 0.9995. Therefore we have 400!(0.0005
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NEW QUESTION: 3
A. Option A
B. Option C
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D. Option D
Answer: A
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NEW QUESTION: 3
A. Option A
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NEW QUESTION: 3
A. Option A
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NEW QUESTION: 3
A. Option A
B. Option C
C. Option B
D. Option D
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NEW QUESTION: 3
A. Option A
B. Option C
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D. Option D
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NEW QUESTION: 3
A. Option A
B. Option C
C. Option B
D. Option D
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NEW QUESTION: 3
A. Option A
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Answer: A
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NEW QUESTION: 3
A. Option A
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NEW QUESTION: 3
A. Option A
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NEW QUESTION: 3
A. Option A
B. Option C
C. Option B
D. Option D
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NEW QUESTION: 3
A. Option A
B. Option C
C. Option B
D. Option D
Answer: A
(n-r)!. Here n = 400, r = 2,p = 0.0005 and q = 0.9995. Therefore we have 400!(0.0005 practice exams.
