<span>Diminishing marginal returns - By investing in hiring an additional worker, Michelle does not receive twice the productivity compared to when she had only 1 worker. Productivity only increased by roughly 50%. I would consider the worker to be more of an investment, and thus count as diminishing marginal returns, rather than decreasing returns to scale, which I consider to apply more to assets, such as machines for manufacturing or in the case of the scenario, an additional kiln.</span>
Answer:
$90,139.00
Explanation:
ending Work in process inventory = Beginning WIP + Direct Materials + Direct labor + Material Overhead - Cost of goods manufactured
Beginning Work In Progress = 0
Direct Materials = 0.80*$96,300
= $77,040
Direct labor = $57,300
Material Overhead = indirect labor + other manufacturing head
= $14,900 + $108,300
= $123,200
ending Work-in-Process Inventory
= beginning inventories + direct material + direct labor + material overhead
= (0 + $77,040 + $57,300 + $123,200)*0.35
= 257,540*0.35
= $90,139
Therefore, The value of the ending Work-in-Process Inventory is $90,139.
Answer:
Steelers Inc.
a) Journal entries:
Sept. 12
Debit Available for Sale Investment $133,200
Credit Cash Account $133,200
To record investments in the common stock of Bengals Inc., 11,110 shares at $12 per share.
Dec. 31:
Debit Unrealized Loss on Available for Sale Investment $22,200
Credit Available for Sale Investment $22,200
To record the fair value of the investment.
b) The unrealized gains and losses are included in other comprehensive income within the equity section of the balance sheet.
The loss will, therefore, be deducted from other comprehensive income.
Explanation:
Investments held for sale are accounted for at fair value. This implies that at the end of any accounting period, the fair value of the investments will be determined. This is usually the market value. Then, adjustments are made in the asset account according to the fair value. There will be recognized either unrealized gain or loss, which are taken to other comprehensive income in the balance sheet under the equity section.
Answer:
Bond's Current Yield 4.39%
Explanation:
The bond's current yield is calculated as below:
Bond's Current Yield = Annual Coupon Payment/Current Bond Price*100
Substituting values in the above formula, we get,
Bond's Current Yield = (100*4.30%)/97.85*100 = 4.39%
Answer:
Explanation:more expensive/increases/less expensive/decreases
