The bottled beverage industry will use robots to fill drinks in bottles containing 1000 ml. There are 2 robot companies (A and B) that offer the industry. Beverage industry managers want the number of drinks that are filled into bottles not to be spilled. Robots are selected that produce the least spillage. To select the robot to be used, experiments were carried out on both robots and observed the amount of drink that spilled from each bottle. If µ1 = the average spill from robot A, µ2 = the average from robot B, then the hypothesis that can be tested from the data:) Ho: µ1- µ2 < 0 dan Ha: µ1- µ2 >= 0 Lainnya (other) Ho: µ1- µ2 <= 0 dan Ha: µ1- µ2 > 0 Ho: µ1- µ2 = 0 dan Ha: µ1- µ2 not equal to 0
The bottled beverage industry will use robots to fill drinks in bottles containing 1000 ml. There are 2 robot companies (A and B) that offer the industry. Beverage industry managers want the number of drinks that are filled into bottles not to be spilled. Robots are selected that produce the least spillage. To select the robot to be used, experiments were carried out on both robots and observed the amount of drink that spilled from each bottle. If µ1 = the average spill from robot A, µ2 = the average from robot B, then the hypothesis that can be tested from the data:) Ho: µ1- µ2 < 0 dan Ha: µ1- µ2 >= 0 Lainnya (other) Ho: µ1- µ2 <= 0 dan Ha: µ1- µ2 > 0 Ho: µ1- µ2 = 0 dan Ha: µ1- µ2 not equal to 0
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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The bottled beverage industry will use robots to fill drinks in bottles containing 1000 ml. There are 2 robot companies (A and B) that offer the industry. Beverage industry managers want the number of drinks that are filled into bottles not to be spilled. Robots are selected that produce the least spillage. To select the robot to be used, experiments were carried out on both robots and observed the amount of drink that spilled from each bottle. If µ1 = the average spill from robot A, µ2 = the average from robot B, then the hypothesis that can be tested from the data:)
- Ho: µ1- µ2 < 0 dan Ha: µ1- µ2 >= 0
- Lainnya (other)
- Ho: µ1- µ2 <= 0 dan Ha: µ1- µ2 > 0
Ho: µ1- µ2 = 0 dan Ha: µ1- µ2 not equal to 0
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