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svp [43]
3 years ago
6

To better facilitate an understanding of layout​ issues, Arnold Palmer Hospital studies using A. queuing theory. B. transportati

on modeling. C. logistics analysis. D. simulation. E. linear programming.
Business
1 answer:
klio [65]3 years ago
3 0

To better facilitate an understanding of layout​ issues, Arnold Palmer Hospital studies using (A) queuing theory.

Explanation:

Queuing theory also known as the  "queuing theory" it is used to  examine the various  component in waiting line that needs to be served.

The queuing theory refers to the various component like the arrival process,the service process,number of computerized system, number of servers used and the number of people  in queue (i.e customers)

The various  applications of the queuing theory include -traffic management,(vehicles management, two or four wheeler), scheduling patients in government hospitals, jobs that are done on machines, computer programs), and facility designs of  supermarkets.

Thus,In a hospital settings the layout issues can be dealt by understanding the queuing theory.

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A loan of $20,000 with interest at 6.5% compounded annually is to be repaid by equal payments at the end of each year for five y
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Park Ridge Company is considering the replacement of a machine that is presently used in production. The following data are avai
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The Relevant Cost for Five Years     $52,000.00

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‘Relevant costs’ can be defined as any cost relevant to a decision. A matter is relevant if there is a change in cash flow that is caused by the decision.

The Park Ridge Company's Relevant Old Machine Cost for Five Years is

Disposal value now                      $32,000.00  

Annual cash operating costs      $20,000.00

Relevant Cost for Five Years     $52,000.00

Old Machine

Original cost $200,000 is <em>Sunk Cost</em>

Useful life in years 10 5   - <em>Will be used for the calculation of Depreciation, Therefore is an Irrelevant cost</em>

Current age in years 5 0  - <em>irrelevant year</em>

Book value $100,000 -  <em>are not cash flows and so are not relevant. </em>

Disposal value now $32,000 -  

Disposal value in 5 years 0 <em>is without a cost</em>

4 0
3 years ago
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