Answer:
$87,120
Explanation:
The calculation of the deferred tax asset for the NOL carryforward is given below:
= (Year 2021 loss - Year 2022 income) × tax rate applicable for all years
= ($600,000 - $358,000) × 36%
= $242,000 × 36%
= $87,120
Since in a year 2021 it is a loss and the income in year 2022 that is to be adjusted and the same is considered in the computation part
Hence, the deferred tax assets for the NOL carryforward is $87,120
Answer:
price equals minimum average total cost
Explanation:
As we know that in the short run, the firms earns the economic profit but in the long run when a new firm is entered into the indusry and there is a market share so the demand of the market is to be shared by each firm due to which the demand would be less
So this represents that price is equivalent to the average total cost
Hence, the last option is correct
Answer:
b. Greenwashing
Explanation:
Greenwashing refers to misleading customers by portraying fake compliance with environmental laws by a company. In such cases the company at fault showcases it's products as environmental friendly, made using natural ingredients which actually is not the case.
Misleading refers to employing fraudulent practices intended to deceive the customers with an intention to increase the sales volume.
In the given case, the company in question labelled it's products as environmental friendly despite knowing such is not the case as the facts suggest otherwise.
Thus, this is a case of Greenwashing.
Answer:
c. The maturity risk premium is assumed to be zero.
Explanation:
In the case when the term structure of the rate of interest would be measured via the pure expectations theory so here the maturity risk premium would be zero as under this theory it is assumed that the risk premium i.e. of the long term would be equivalent to the zero
Therefore the option c is correct
And, the rest of the options seems wrong
Answer:
Future Value= $4,189.30
Explanation:
Giving the following information:
Investment= $700 annual
Interest rate= 9%
Frances decides that she will continue to do this for the next 5 years.
To calculate the final value, we need to use the following formula:
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
FV= {700*[(1.09^5)-1]} / 0.09
FV= $4,189.30
