Answer:
is as request to access data from as database to manipulate it or retrieve it
Answer:
$60,000 income tax benefit
Explanation:
Since Crimson Corp. had a loss from operations and sold the asset for a loss we know that they lost money with the asset and an income tax benefit was generated. To calculate the income tax benefit we need to add both losses: $40,000 (operation) + $160,000 (sale) = $200,000 in total losses.
$200,000 x 30% = $60,000 income tax benefit
Answer:
1. Annual demand ( D) = 100,000 bags
Ordering cost per order (Co) = $15
Holding cost per item per annum (H) = 15% x $2 = $0.30
EOQ = √<u>2DCo</u>
H
EOQ = √<u>2 x 100,000 x $15</u>
0.30
EOQ = 3,162 units
2. Maximum inventory
= Safety stock + EOQ
= 1,500 + 3,162
= 4,662 units
3. Average inventory
= EOQ/2
= <u>3,162</u>
2
= 1,581 units
4. Number of order
= <u>Annual demand</u>
EOQ
= <u>100,000</u>
3,162
= 32 times
Explanation:
EOQ is the square root of 2 multiplied by annual demand and ordering cost per order divided by holding cost per item per annum.
Maximum inventory is the aggregate of safety stock and EOQ.
Average inventory is economic order quantity divided by 2
Number of order is the ratio of annual demand to economic order quantity.
Answer:
profit for the day $ 2,001.64
Explanation:
We should subtract from the revenue of the 200 sandwhich prepared and sold the variable cost to made the sandwhihc the loss for the lost sales and the proportional fixed cost considered are allocated among the 25 days which the restaurant is open.
200 x $15 dollars = $ 3,000
28 x $5 loss sales: $ (140)
variable cost: 200 x $4 $ (800)
proportional fixed cost:
(1,234 + 225) / 25 = <u> $ (58.36) </u>
profit for the day $ 2,001.64