4. A sample of n = 5 parts is drawn from a lot of N = 200. The lot is accepted if there are no defectives found in the sample. If the lot contains a = 10 bad parts: a. Find the exact probability of accepting the lot. (Hint: Use Calc> Probability Distributions> Hypergeometric in MINITAB or Excel's hypgeomdist() function from the list of statistical functions.) b. Find the approximate probability of accepting the lot. c. Find the error of the estimate.

College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter8: Sequences, Series,and Probability
Section8.7: Probability
Problem 4ECP: Show that the probability of drawing a club at random from a standard deck of 52 playing cards is...
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Answer- (a) 0.772 (b) 0.774 (c) 0.26%
4. A sample of n = 5 parts is drawn from a lot of N = 200. The lot is accepted if there are no defectives
found in the sample. If the lot contains a = 10 bad parts:
a. Find the exact probability of accepting the lot. (Hint: Use Calc> Probability Distributions>
Hypergeometric in MINITAB or Excel's hypgeomdist() function from the list of statistical
functions.)
b. Find the approximate probability of accepting the lot.
c. Find the error of the estimate.
Transcribed Image Text:4. A sample of n = 5 parts is drawn from a lot of N = 200. The lot is accepted if there are no defectives found in the sample. If the lot contains a = 10 bad parts: a. Find the exact probability of accepting the lot. (Hint: Use Calc> Probability Distributions> Hypergeometric in MINITAB or Excel's hypgeomdist() function from the list of statistical functions.) b. Find the approximate probability of accepting the lot. c. Find the error of the estimate.
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