7. Among all the computer chips produced by a certain factory, 6 percent are defective. A sample of 400 chips is selected for inspection. a. What is the probability that this sample contains between 20 and 25 defective chips (including 20 and 25)? b. Suppose that each of 40 inspectors collects a sample of 400 chips. What is the probability that at least 8 inspectors will find between 20 and 25 defective chips in their samples?

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A: here i gives answer of (c) and (d) from given data : λ=33 , μ=22

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A: Given that  P(A) = 0.55, P(B) = 0.40, and P(A & B) = 0.22

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A: The answers are already in the form.of fractions only.

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A:

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A:

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A: GivenNo.of women = 5No.of men = 9Total no.of people = 14No.of doses doctor have=3

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A: From the provided information, Number of trials (n) = 8 Probability of failure (q) = 0.42

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A: It is given that  n = 80 p = 0.5 q = 1 - p = 1 - 0.5 = 0.5

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A: Given Mean=50 Standard deviation=2

Q: 7. Among all the computer chips produced by a certain factory, 6 percent are defective. A sample of…

A:

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Q: I can't see the answer

A: The mean is 50 and standard deviation is 8.

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A: From given data we have : β0=-3.5,β1=0.6,β2=1.5

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A: Given  X~N(θ,1)

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A: ∩ : and  ∪ : or  We have to prove :

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Q: How do I convert these to fractions?

A: The answers are already provided in the form of fractions.

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