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City hall wishes to learn about the rate of parking meter use. They choose 8 downtown blocks at random (these are city blocks, not statistical blocks!), and on each block they choose 5 meters at random. Six weeks are chosen randomly from the year, and the usage (money collected) on each meter is measured every day (Monday through Sunday) for all the meters on those weeks. a) Write out an appropriate linear model. b) Give a skeleton ANOVA (sources and df only) for th

City hall wishes to learn about the rate of parking meter use. They choose 8 downtown blocks at random (these are city blocks, not statistical blocks!), and on each block they choose 5 meters at random. Six weeks are chosen randomly from the year, and the usage (money collected) on each meter is measured every day (Monday through Sunday) for all the meters on those weeks. a) Write out an appropriate linear model. b) Give a skeleton ANOVA (sources and df only) for th

MATLAB: An Introduction with Applications
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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City hall wishes to learn about the rate of parking meter use. They choose 8 downtown blocks at random (these are city blocks, not statistical blocks!), and on each block they choose 5 meters at random. Six weeks are chosen randomly from the year, and the usage (money collected) on each meter is measured every day (Monday through Sunday) for all the meters on those weeks. a) Write out an appropriate linear model. b) Give a skeleton ANOVA (sources and df only) for this design.
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