Answer:
The amount Clydesdale should report as a deferred tax liability at December 31, 2017 is $214,840
Explanation:
The computation of the deferred tax liability is shown below:
= 2018 difference × Enacted tax rates + 2019 difference × Enacted tax rates + 2020 difference × Enacted tax rates
= $42,000 × 34% + $244,000 × 34% + $294,000 × 40%
= $14,280 + $82,960 + $117,600
= $214,840
We considered the difference of each year and its enacted tax rates. Th depreciation is not relevant. Hence, we ignored it
Answer:
$152,600
Explanation:
The computation of the cost of the land is shown below:
Cost of the land = Purchase price + real estate commissions + delinquent property taxes + closing costs + clearing and grading of the land
= $125,000 + $9,500 + $1,800 + $3,500 + $12,800
= $152,600
We considered all the given information
hence, the cost of the land is $152,600
Answer:
<u>Mistake of ignoring secondary effects</u>
Explanation:
Whenever there arises an adverse impact of a policy and it's implementation, owing to ignorance of secondary consequences, it is termed as ignoring secondary effects.
In short, it refers to assessing and viewing only the positive aspects of a policy or a move, meanwhile not taking into consideration the other adverse consequences which are also associated with the same policy.
In the given case, the environmentalists have only considered the generation of alternative sources of energy via windmills which will lead to preservation of fossil fuels. The proposed policy has been implemented without taking into account it's flip side i.e the harm it causes to bat population and migratory birds.
Thus, it can be stated that the environmentalists herein only considered the favorable outcome of a policy implementation and ignored the adverse effect of the same. Hence, they are said to have committed the mistake of ignoring the secondary effects.
Answer:
C) 2.57%
Explanation:
Pet World's net cash flows:
<u>Year </u> <u>Cash flow</u>
0 -$9,500
1 $2,000
2 $2,025
3 $2,050
4 $2,075
5 $2,100
In order to find the rate of return we can use an excel spreadsheet and the IRR function =IRR (values,[guess]) =IRR (-9500,2000,2025,2050,2075,2100)
=IRR = 2.57%
