MM 150 Purdue Global University Unit 9 Surveying in Mathematics Questions – Description
Employers dream of having more qualified applicants than they have open positions. As a future employer, you know that Purdue Global graduates make wonderful hires, so you’ve come to a graduation ceremony in Indianapolis in the hopes of finding just the right people for your organization.
Post 1: Initial Response
Imagine your business is expanding, and you need to hire people for a new location.
Identify at least three different positions required to make your business run smoothly.
You should have a minimum of three employees in each position. (For example, you might need three managers, six salespeople, and four office assistants.)
If there are twice as many equally qualified candidates available for each position as are actually needed, in how many different ways can you staff your new branch? Is this an example of a permutation or a combination, and why?
Review an example of an initial response for this Discussion.
Post 2: Reply to a Classmate
You have helped your classmate to eliminate two of the qualified candidates for each position. Now, in how many different ways can the new branch be staffed? (New numbers – 7 potential associates, 4 possible managers, & 4 possible rod builders)
Classmate response: My company, Haas Bait and Tackle is choosing new employees for our Seaside Park location. I will be adding 3 sales associates, 2 managers and 2 custom fishing rod builders.
Going off of initial applications I have chosen some top candidates for my business. Narrowed down I have 8 potential associates, 5 possible managers and 4 possible rod builders.
Post #2 will be in response to
Classmate response: My company, Haas Bait and Tackle is choosing new employees for our Seaside Park location. I will be adding 3 sales associates, 2 managers and 2 custom fishing rod builders.
Going off of initial applications I have chosen some top candidates for my business. Narrowed down I have 8 potential associates, 5 possible managers and 4 possible rod builders.”
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