Question

Match the situation with the most appropriate type of preference order for modeling, chosen from dichotomous,...

  1. Match the situation with the most appropriate type of preference order for modeling, chosen from dichotomous, weak ordinal, strong ordinal, cardinal. Show your reasoning.

    1. (i) Choosing a long list of size 30 for a position in your company, out of 60 applicants.

    2. (ii) Making job offers to shortlist candidates where there is a single position to fill.

    3. (iii) Voting in a committee about hiring salespeople based on your prediction of their value to the company.

    4. (iv) Choosing a 3-course meal (main, salad, dessert) with many available similarly priced choices per course, and limited budget.

Homework Answers

Answer #1
  1. Choosing a long list of size 30 for a position in your company, out of 60 applicants: It i dichotomous type because we can categorize in two way, one is eligible another is not eligible.
  2. Making job offers to shortlist candidates where there is a single position to fill: This is strong ordinal data because we can maintain a proper ranking list from the shortlisted candidates only for a single position.
  3. Voting in a committee about hiring salespeople based on your prediction of their value to the company: is a cardinal voting electoral system, so this is cardinal type.
  4. Choosing a 3-course meal (main, salad, dessert) with many available similarly priced choices per course, and limited budget: This is weak ordinal data, cause we can order it with in the limited budget.
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