Answer:
By using the EOQ model, ray should order 22.8 units or 23 units each time
Explanation:
Solution
Recall that:
Ray annual estimated demand for this model is = 1,050 units
The cost of one unit carry is =$105
He estimated each order costs to place = $26
Now,
The EOQ model= (2*annual demand*ordering cost/holding cost per unit per year)^.5
Thus,
EOQ = (2*1050*26/105)^.5
EOQ = 22.8 units or 23 units
Answer:
a. (1) make the plan, then (2) carry out the plan.
Explanation:
The cycle of the planning/ control comprises of following steps
1. Make the plan
2. After that carry out the plan
3. Now the control is there by comparing
4. And finally, the control could be taken by taking corrective actions
According to the given situation, the correct option is a
And, the rest of the options are wrong
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Solution:
Inventory 21,320 debit
A/P 21,320 credit
--to record purchase from Game Girl --
Inventory 360 debit
Cash 360 credit
--to record the freight-in--
A/P 1,560 debit
Inventory 1,560 credit
--to record returned goods to GameGirl--
A/P 19,760 debit
Inventory 395 credit
Cash 19,365 credit
--to record payment to GameGirl--
accounts receivables 17,360 debit
sales revenues 17,360 credit
COGS 8,406 debit
8,406 credit
--to record sale and subsequent cost of the sale--
total amount of the purchase in dollars:
82 game devices x 260 dollars each = 21,320
six returned devices:
6 x 260 = 1,560
invoice balance: 21,320 - 1,560 = 19,760
discount because payment within the first ten days:
19,760 x 2% = 395
final value: 19,760 - 395 = 19,365
sale of 62 devices at 280 = 17,360