Answer:
Closing inventory - $10,160
Costs of goods sold - $9,600
Explanation:
Under the LIFO Method, the cost of good sold equals to
= April 23 units × cost per unit + Remaining units × cost per unit
= 300 units × $22 + 150 units × $20
= $6,600 + $3,000
= $9,600
Since the firm has sold 450 units, so out of which 300 units sold at a price of $22 and the remaining 150 units sold at a price of $20
The ending inventory equals to
= Remaining units × cost per unit + April 1 × cost per unit
= 270 units × $20 + 280 units × $17
= $5,400 + $4,760
= $10,160
Since on April 23, the 420 units were purchase, out of which 150 units are transferred to the cost of good sold and the remaining units 270 units at $20 is transferred to the ending inventory
Answer:
German companies do not recognize the profit <u>until the project is completely finished and they have been paid.</u>
Explanation:
German companies prepare their accounting balances under IFRS standards (common for all EU member countries) and German GAAP.
Under IFRS standards, revenue must be recognized when the business satisfies a performance obligation.
German GAAP is very prudent in determining profits, that is why they are only recognized once a project is completely finished and it has been completely paid.
Some specific German rules are to starting to change due to globalization, but others are still subject to legal requirements.
Answer:
C. The government can change the reserve
ratio.
Answer:
The board of directors is elected to represent shareholders' interests
Explanation:
Every public company must have a board of directors composed of members from both inside and outside the company. The board makes decisions concerning the hiring and firing of personnel, dividend policies and payouts, and executive compensation. hope this helps you :)
Answer: $156
Explanation:
The gross domestic product is referred to as the value of the final goods which a particular country produces for that economy.
Based on the information given, the GDP will be calculated as:
GDP = C + I + G + X - M
where C = consumption = $120
I = Investment = $25
G = government purchases = $15
X = exports = $8
M = imports = $12
GDP = C + I + G + X - IM
GDP = $120 + $25 + $15 + $8 - $12
GDP = $156
