Answer:
I used an excel spreadsheet since there is not enough room here.
Explanation:
In this problem, we need to find the length of an annuity. We already identified the interest rate, the PV, and the payments.
Using the PVA equation: PVA =C({1 – [1/(1 +r)t]} /r
$18,000 = $750{[1 – (1/1.019) t] / 0.019}
Then solve for t:
1/1.019t= 1 − {[($18,000)/($750)](0.019)}
1/1.019t= 0.544
1.019t= 1/(0.544) = 1.838
t= ln 2.193 / ln 1.019 = 32.34 months or 2.7 in years
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.
Answer:
A. expose customers to high-margin items.
Explanation:
Retail layout refers to how retailers organize the shelf space and allocate all the products in a way that allows them to influence customer decisions. The objectives of the layout include creating a good customer experience and allowing customers to access easily the products with higher margins to generate more value for the company. According to this, the answer is that a key objective for a retail layout is to expose customers to high-margin items.
