Answer:
The average inventory if they order at the optimal order quantity is 1.335
Explanation:
Accordin to the formula
Optimal order quantity = 
=
= 2670
Average inventory = Optimal order quantity / 2 = 1335.
Answer: $117,000
Explanation:
So we are to calculate the Raw Materials purchased during the year.
Logically speaking the following should hold,
Raw materials purchased during the year + beginning raw materials = ending Raw materials + Raw materials used
Agreeing on that and rearranging the formula we will have,
Raw Material purchased during the year = Raw Material used during the year + Ending Raw Material Inventory - Opening Raw Material Inventory
Slotting in the figures we will then have,
Raw Material purchased during the year = 114,000 + 56,000 - 53,000
= $117,000
Raw materials purchased during the year amount to $117,000.
Answer:
0.45
Explanation:
Total Asset turnover is the relationship between the total asset and the total sales. It measure the turnover generated by assets and shows how fully a company is utilizing its assets.
It is calculated as Net Sales / Average Total asset.
Average total asset is calculated as Asset at Beginning + Asset at closing / 2
Applying the formula
The total sales = $900,000 while the total asset is $2, 000,000
$900,000/$2,000,000 = 0.45
Note: The beginning and closing Asset were not given so $2,000,000 is regarded to as the average asset.
Answer:
0.0416483 or 4.16%
Explanation:
Annual percentage rate, APR = 4%
Value of toys sold = $200,000
Note period = 90 day
N = 365 ÷ 90
= $200,000 × [1 - (0.04 × 90/360)]
= $198,000
Effective annual financing cost:
= 1.0416483 - 1
= 0.0416483 or 4.16%
Answer:
<u>D) Compared the hours she spent with her dog to her goal of 2 hours a day of "dogtime"</u>
Explanation:
Remember, Sue wants to in the end determine whether performance met standards for the strategic objective of better work life.
Work life here includes the hours one spents in his or her job, therefore she should compare the hours she spent with her dog to her goal of 2 hours a day of "dogtime".
