A total of 25 teacher aides are to be apportioned among seven classes at a new elementary school. The enrollment in each of the seven classes is shown in the following table. Number of Class students Kindergarten 38 First grade 39 Second grade 35 Third grade 27 Fourth grade 21 Fifth grade 31 Sixth grade 33 Total 224 (a) Determine the standard divisor. What is the meaning of the standard divisor in the context of this exercise? There is one aide for every students. (b) Use the Hamilton method to determine the number of teacher aides to be apportioned to each class. Hamilton Class method Kindergarten First grade Second grade Third grade Fourth grade Fifth grade Sixth grade (c) Use the Jefferson method to determine the number of teacher aides to be apportioned to each class. Jefferson Class method Kindergarten First grade Second grade Third grade Fourth grade Fifth grade Sixth grade Is this apportionment in violation of the quota rule? Yes No
A total of 25 teacher aides are to be apportioned among seven classes at a new elementary school. The enrollment in each of the seven classes is shown in the following table. Number of Class students Kindergarten 38 First grade 39 Second grade 35 Third grade 27 Fourth grade 21 Fifth grade 31 Sixth grade 33 Total 224 (a) Determine the standard divisor. What is the meaning of the standard divisor in the context of this exercise? There is one aide for every students. (b) Use the Hamilton method to determine the number of teacher aides to be apportioned to each class. Hamilton Class method Kindergarten First grade Second grade Third grade Fourth grade Fifth grade Sixth grade (c) Use the Jefferson method to determine the number of teacher aides to be apportioned to each class. Jefferson Class method Kindergarten First grade Second grade Third grade Fourth grade Fifth grade Sixth grade Is this apportionment in violation of the quota rule? Yes No
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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