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Refer to the Scenario Below to Answer the Following Questions

question 1

Multiple Choice

Refer to the scenario below to answer the following questions.
Departmentalization at Art & Craft Depot (Scenario)
John is president of a chain of stores called Art & Craft Depot. He is aware that the structure of his organization must change in order to compete more effectively in today's global marketplace. However, he is not sure which structure would work best for his company. His company is currently organized under the following departments: accounting, human resources, sales, purchasing, and distribution. However, there are other choices available. He has considered reorganizing around their primary product groups: silk flowers, art supplies, craft supplies, pottery, and fabric. However, equally important are the different types of clients they serve, including homemakers, artists, interior decorators, industrial display contractors, and art schools. The business is growing, and they now have stores in six provinces across Canada. Furthermore, his customers seldom shop for just one type of item. For example, a customer who buys flowers will frequently purchase a vase and other supplies that are required to create a full floral arrangement. This means that individual customers often shop in several merchandise areas of the store.
-If John organizes the new structure based on homemakers, artists, interior decorators, industrial display contractors, and art schools, they would be using __________ departmentalization.

Definitions:

Independent Samples

Samples in which the selection or occurrence of one does not affect the selection or occurrence of the other.

Two-tailed Hypothesis Test

A statistical test used to determine if there is a significant difference between the means or proportions of two populations in either direction.

Sample Statistics

Figures that represent or summarize characteristics of a sample drawn from a larger population, including measures like mean, median, and standard deviation.

Degrees of Freedom

The number of independent values or quantities which can be assigned to a statistical distribution or parameter estimation.