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:
100%
Explanation:
Stockholders of Dog's R Us Pet Supply expect a 12% rate of return on their stock. Management has consistently been generating a ROE of 15% over the last 5 years but now believes that ROE will be 12% for the next five years. Given this the firm's optimal dividend payout ratio is now 100%
Answer:
John Inc.'s return on equity for this accounting period is:
B.
26.66 percent
Explanation:
Return or equity is a ratio used to calculate the efficiency of a certain business. It is calculated by dividing the net income on the stockholders' equity. Therefore, in our case, we translate this into 40 000 dollars divided into 150 000. Giving us a result of .26 %. Thus, the correct option is the B. option.
I Found the answer on internet.
The preferred method for situations involving strategic decision making, projects with a high degree of UNCERTAINTY AND PROJECTS WITH AN UNSTOPPABLE SCOPE IS THE TOP-DOWN APPROACH. TOP DOWN APPROACH IS USED TO ESTIMATE PROJECT TIME AND COSTS.
The answer is savings account A.
Since savings account A compounds the interest quarterly it adds interest to the account every quarter. This makes it a more profitable account than one that compounds the interest semiannually. The reason is that the bank is adding interest more frequently, so you are earning interest on the interest that the bank has already paid you.
