Directions: Solve the given problem. Show your solutions and the Minitab-generated report. 1. In a given period, 1/2 % of certain manufactured products are defective. What is the probability that 1,000 of them will have 5 or more defective products? 2. If the probability is 0.06 that a person traveling in a certain country will pay extra to see a movie, what is the probability that only 3 of 6 persons traveling in this country will pay an extra to see a movie? 3. If the probability that a man shoots a bird is 0.7, find the probability that he: (a) will hit at least one of the next five and (b) will hit at least four out of the next five.

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Q: Show your complete solution.

A: Here Given Score maths Test is Normally distributed with  Mean=μ=50 Sd=σ=5

Q: 7. What is P(ANB) if P(A) = 0.65, P(B) = 0.30 and P(AUB) = 0.75? A. 0.65 %3D B. 0.30 C. 0.20 D. 0.15

A:

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A: The formula to compute the z-score is: z=X-X¯sWhereX=Raw scoreX¯= Means=Standard deviation

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Q: 8. Paasche's quantity index number is : / (A) 102.52 (B) 112.52 (C) 122.52 (D) 132.52.

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A: Given Total number of cards in a deck(n)=52

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A: a)Givenn=443x=164p^=xn=164443=0.3702Confidence interval = 95%

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Q: What is P(ANB) if P(A) = 0.65, P(B) = 0.30 and P(AUB) = 0.75? %3D %3D %3D

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A: a) There is total 40 people. That is, n = 40.

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A: no.of heart cards=13no.of club cards=13no.of ace card=4no.of face cards=12Total no.of cards=52

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A: GivenMean(μ)=86standard deviation(σ)=0.6

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