Handbook of Tables and Graphs for the Industrial Engineer and ManagerReston Publishing Company, 1984 - 284 σελίδες |
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Σελίδα viii
... One - Sided α = .05 ) 107 Sample Sizes for Tests on Means of Two Populations ( o Known , Two - Sided α = .05 ) 108 Sample Sizes for Tests on Means of Two Populations ( o Known , One - Sided α = .01 ) 108 Sample Sizes for Tests on Means ...
... One - Sided α = .05 ) 107 Sample Sizes for Tests on Means of Two Populations ( o Known , Two - Sided α = .05 ) 108 Sample Sizes for Tests on Means of Two Populations ( o Known , One - Sided α = .01 ) 108 Sample Sizes for Tests on Means ...
Σελίδα ix
... Sided Normal Tolerance Limits ( y = .95 ) 117 One - Sided Normal Tolerance Limits ( y = .90 ) 118 One - Sided Normal Tolerance Limits ( y = .95 ) 118 NONPARAMETRIC TOLERANCE STATEMENTS IV.5 Exhibit IV.5-1 Exhibit IV.5-2 119 Sample Sizes ...
... Sided Normal Tolerance Limits ( y = .95 ) 117 One - Sided Normal Tolerance Limits ( y = .90 ) 118 One - Sided Normal Tolerance Limits ( y = .95 ) 118 NONPARAMETRIC TOLERANCE STATEMENTS IV.5 Exhibit IV.5-1 Exhibit IV.5-2 119 Sample Sizes ...
Σελίδα 99
... one - sided tests with a = .05 and a = .01 , respectively . Exhibits IV.1-2 and IV.1-4 are for two- sided tests with a = .05 and a = .01 , respectively . An exhibit for a one - sided test can be used for a two - sided test by doubling ...
... one - sided tests with a = .05 and a = .01 , respectively . Exhibits IV.1-2 and IV.1-4 are for two- sided tests with a = .05 and a = .01 , respectively . An exhibit for a one - sided test can be used for a two - sided test by doubling ...
Περιεχόμενα
Useful Probability Distributions | 15 |
71 x² Values for Given Tail Areas | 60 |
Hypothesis Testing | 73 |
Πνευματικά δικαιώματα | |
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Άλλες εκδόσεις - Προβολή όλων
Handbook of Tables and Graphs for the Industrial Engineer and Manager Jerry Banks,Russell G. Heikes Προβολή αποσπασμάτων - 1984 |
Συχνά εμφανιζόμενοι όροι και φράσεις
A/P r,n Ac Re Ac amount Factor worth average lead binomial distribution code letter computed confidence interval control charts control limits critical values degrees of freedom direct labor hours economic order quantity Entering Exhibit Equal Payment Series Example C-1 Exhibit II.3-1 exponential distribution F To Find F/P r,n P/F Factor amount Factor Factor To Find Factor worth Factor Find A Given Find F fraction defective function Given F Given Given P F/P H₁ inches integer INTEREST FACTORS lead time demand median MTBF n₂ nomogram nomograph normal distribution normal population null hypothesis Payment Equal Payment Payment Series Compound percent Poisson Poisson distribution probability of acceptance procedure quality control random numbers random variable Reading the Tables Right-Hand Tail sample size SAMPLE SIZES scale Section Single Payment Equal specified standard deviation Tables Example B-1 test statistic TESTS ON MEANS units variance απ