Answer: 40 pounds
Explanation:
Given the following :
Ordering cost = $10 / order
Carrying cost = 4 cents per pound per day
Cost of pepperoni = $3 per pound
Daily demand = 20 pounds
Order quantity = 80 pounds
Average inventory level at the time in which 80 pounds of pepperoni was ordered is given as
Average inventory level is given as :
Order quantity / 2
80 pounds / 2 = 40 pounds
Answer:
$24.21
Explanation:
Direct materials $8.20
Direct labor 8.30
Variable manufacturing overhead 1.2
Fixed manufacturing overhead (70% × $4.30 is avoidable) = 3.01
8.2 + 8.3 + 1.2 + 3.01 = 20.71
Relevant manufacturing cost = $20.71
$7.00 per unit ÷ 4 minutes per unit = $1.75 per minute
$1.75 per minute × 2 minutes = $3.5
$20.71 + $3.5
= $24.21
Answer:
I’m not sure what you mean but sleeping on a case is bad because when revealing the problem might be handle to late
Explanation:
Answer:
14.60%
Explanation:
The computation of market rate of return is shown below:-
Market rate of return = (Dividend × (1 + Growth rate)) ÷ Current price of stock + Growth rate
= ($2.8 × (1 + 3.8%)) ÷ 26.91 + 0.038
= ($2.8 × 1.038) ÷ 26.91 + 0.038
= $2.9064 ÷ 26.91 + 0.038
= 0.108 + 0.038
= 14.60%
So, for computing the market rate of return we simply applied the above formula.
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.