The order of operations is necessary for simplifying numerical expressions because it ensures that the expression is simplified correctly through a series of steps proven to be efficient in simplification.
Answer:
b labor of the maintenance employees
c labor of the clerical staff
Explanation:
During the production or composition of finished goods, some form of labors are directly or indirectly involved in the manufacturing of such finished product. Where labor is not readily traced to the manufacturing of finished product, such is known as indirect labor.
On the other hand, labor that is directly involved in the composition of finished product is known as direct labor. Examples of indirect labor are ; wages of supervisors , clerical staff, general helpers , material handlers and maintenance workers.
Answer:
Minimun cost: $2000
Explanation:
We solve for the optimal order size using the
Economic Order Quantity:

<u>Where: </u>
D = annual demand = 2,000 boxes
S= setup cost = ordering cost = $ 100
H= Holding Cost = $10.00


EOQ 200
It should order: 2,000 demand / 200 order size = 10 times
At a cost of 1,000 dollar (100 units x $ 10)
It will face an average inventory of 100 units thus holding cost:
100 units x 10 dollar per unit = 1,000
Total cost: 1,000 + 1,000 = 2,000
Answer:
See explanations
Explanation:
a. What is the daily demand rate? 2500/365=6.85 per day
b. What is the optimal production quantity? sqrt( 2DCo/Ch)=sqrt(2*2500*25/1.48)= 290.619=291
c. How long will it take to produce the optimal quantity? 291/50=5.82 days
d. How much inventory is sold during the production run time? 6.85*5.82= 40
e. If Ross uses the optimal production quantity, what would be the maximum...
Answer:Yield to maturity is 9.59%; After tax cost of debt =7.672%
Explanation:
A) Yield to maturity ={ C + (FV-PV)/t} / {(FV +PV)/2}
Where C – Interest payment = $90
FV – Face value of the security
= $1000
PV – Present value/curent market value = $960
t – years it takes the security to reach maturity= 10 years
imputing the values and calculating,
yield to maturity ={ C + (FV-PV)/t} / {(FV +PV)/2}
= $90 + (1000-960)/10} / 1000 + 960 /2
$90 + 4= $94 /980= 0.0959
therefore Yield to maturity is 9.59%
B) After tax cost of debt = Yield To Maturity x (1 - tax rate)
=9.59% x (1-20%)= 9.59% x (1-0.2 )= 9.59% x 0.8 =
9.59 % x 80%=7.672%