$8,000 (80% limitation) amount of year 2 income may be offset by the carryforward of the year 1 net operating loss
When a business' running costs are higher than its gross income, it experiences an operating loss (or revenues in the case of a service-oriented company).
Operating profit is the profit a business makes before taxes and interest. In the same manner as cost of goods sold, selling, general, and administrative expenditures are, interest and taxes are not regarded as operating costs. In many cases, businesses make enough money to pay their costs and turn a profit.
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The second step in the problem solving process is to clarify the issues of a problem.
Answer: The second step.
Answer:
5.403%
Explanation:
Calculation for the expected return on the market
Using this formula
Expected return =(Expected return-Risk-free rate of return)/Stock beta +Risk-free rate of return
Where,
Expected return=12.10%
Risk-free rate of return=4.6%
Stock beta =1.40%
Let plug in the formula
Expected return =(0.121-0.046)/0.014+0.046
Expected return =0.075/0.014+0.046
Expected return=5.357+0.046
Expected return =5.403%
Therefore the expected return on the market will be =5.403
Answer:
The correct answer is b) "The greater the degree of product variation, the greater is the excess capacity problem."
Explanation:
Excess capacity means that the demand for a stock is less than the quantity that the company probably could provide to the market.
- The greater the degree of product variation, the greater is the excess capacity problem.
- A lower scale of output than it has been designed for creates an excess of capacity.
Answer:
$7,500
Explanation:
Calculation for the Depreciation of rah second year of the asset's life
Second year depreciation=(1/8 years*2)*[($40,000)-(1/8 years*2* $40,000)]
Second year depreciation=(0.25)*[($40,000)-(0.25*$40,000)]
Second year depreciation=(0.25)*[($40,000-$10,000)]
Second year depreciation=0.25*$30,000
Second year depreciation=$7,500
Therefore the Depreciation of rah second year of the asset's life using the double-declining-balance method is: $7,500
