Tellers A bank is studying the time that it takes 6 of itstellers to serve an average customer. Customers line up inthe queue and then go to the next available teller. Here isa boxplot of the last 200 customers and the times it tookeach teller: ANOVA Table Source DFSum ofSquaresMeanSquare F-Ratio P-ValueTeller 5 3315.32 663.064 1.508 0.1914Error 134 58919.1 439.695Total 139 62234.4a) What are the null and alternative hypotheses?b) What do you conclude?c) Would it be appropriate to run a multiple comparisons test (for example, a Bonferroni test) to see which tell-ers differ from each other? Explain.
Tellers A bank is studying the time that it takes 6 of itstellers to serve an average customer. Customers line up inthe queue and then go to the next available teller. Here isa boxplot of the last 200 customers and the times it tookeach teller: ANOVA Table Source DFSum ofSquaresMeanSquare F-Ratio P-ValueTeller 5 3315.32 663.064 1.508 0.1914Error 134 58919.1 439.695Total 139 62234.4a) What are the null and alternative hypotheses?b) What do you conclude?c) Would it be appropriate to run a multiple comparisons test (for example, a Bonferroni test) to see which tell-ers differ from each other? Explain.
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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Tellers A bank is studying the time that it takes 6 of its
tellers to serve an average customer. Customers line up in
the queue and then go to the next available teller. Here is
a boxplot of the last 200 customers and the times it took
each teller:
ANOVA Table
Source DF
Sum of
Squares
Mean
Square F-Ratio P-Value
Teller 5 3315.32 663.064 1.508 0.1914
Error 134 58919.1 439.695
Total 139 62234.4
a) What are the null and alternative hypotheses?
b) What do you conclude?
c) Would it be appropriate to run a multiple comparisons
Sum of
Squares
Mean
Square F-Ratio P-Value
Teller 5 3315.32 663.064 1.508 0.1914
Error 134 58919.1 439.695
Total 139 62234.4
a) What are the null and alternative hypotheses?
b) What do you conclude?
c) Would it be appropriate to run a multiple comparisons
test (for example, a Bonferroni test) to see which tell-
ers differ from each other? Explain.
ers differ from each other? Explain.
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