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:
Long run real GDP will remain unchanged.
Explanation:
The increase in personal taxes (-$20 billion) would offset any increase in real GDP generated by the increase in private consumption ($20 billion). Nominal GDP can be affected and increase by $20 billion, but the effect would be given by an increase in general price level (inflation), not by an increase in real money.
Answer:
2720 units; 1806 units
Explanation:
Ending Inventory in February = 80% x 1820 = 1456 units
Ending Inventory in January = 80% x 1750 = 1400 units
Budgeted production in January = Budgeted sales in Jan + Ending Inventory in Jan - Begining Inventory in Jan = 1500 + 1400 - 180 = 2720 units
Budgeted production in February = Budgeted sales in Feb + Ending inventory in Feb - Begining Inventory in Feb = 1750 + 1456 - 1400 = 1806 units
This is a true fact, what is the question though?
Answer:
$262,900
Explanation:
Net purchases = Purchases - Purchase return and allowances
Net purchases = 269500 - 14500
Net purchases = $255000
Cost of goods available for sale = Beginning Inventory + Net Purchases
Cost of goods available for sale = 45300 + 255000
Cost of goods available for sale = $300300
Cost of Goods sold = Cost of goods available for sale - Ending inventory
Cost of Goods sold = 300300 - 37400
Cost of Goods sold = $262,900
So, Coronado's cost of goods sold under a periodic inventory system is $262,900.
