The factory manager will decide whether the machine that is owned needs to be replaced with a new component or not. If the components are replaced with new ones, the engine capacity will be better, more products will be produced. For this purpose, the manager conducts research by taking a sample of 5 machines at random, then observing the capacity of the sample machine before and after the components are replaced. If µ1 = the average capacity before the engine is replaced with components, µ2 = the average engine capacity after the new components are replaced, then the critical value for testing the hypothesis (Reject Ho) at a 5% significance level, if:) t < - 2,132 Z > 1,96 Lainnya (other) t > 2,132
The factory manager will decide whether the machine that is owned needs to be replaced with a new component or not. If the components are replaced with new ones, the engine capacity will be better, more products will be produced. For this purpose, the manager conducts research by taking a sample of 5 machines at random, then observing the capacity of the sample machine before and after the components are replaced. If µ1 = the average capacity before the engine is replaced with components, µ2 = the average engine capacity after the new components are replaced, then the critical value for testing the hypothesis (Reject Ho) at a 5% significance level, if:) t < - 2,132 Z > 1,96 Lainnya (other) t > 2,132
Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter11: Data Analysis And Probability
Section: Chapter Questions
Problem 8CR
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The factory manager will decide whether the machine that is owned needs to be replaced with a new component or not. If the components are replaced with new ones, the engine capacity will be better, more products will be produced. For this purpose, the manager conducts research by taking a sample of 5 machines at random, then observing the capacity of the sample machine before and after the components are replaced. If µ1 = the average capacity before the engine is replaced with components, µ2 = the average engine capacity after the new components are replaced, then the critical value for testing the hypothesis (Reject Ho) at a 5% significance level, if:)
- t < - 2,132
- Z > 1,96
- Lainnya (other)
- t > 2,132
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