Answer:
The correct answer is: the planning fallacy.
Explanation:
The planning fallacy is the paradox referring to projecting the length it will take to accomplish an objective longer than what it could take. The mistaken assumption happens because individuals tend to compare the time it will take them to reach their objectives with the time it took others to achieve the same goals.
Answer:
$90,400
Explanation:
Mondale Winery depreciates it's equipment by making use of the group method.
The cost of equipment that was purchased in 2021 totaled $565,000
The residual value of the equipment was $54,000
The group depreciation rate is 16%
= 16/100
= 0.16
Therefore, the annual depreciation can be calculated as follows
Annual depreciation= Cost of equipment × Group depreciation rate
= $565,000×0.16
= $90,400
Hence the annual depreciation for the group is $90,400
Answer:
A decision under uncertainty is a decisional problem.
Answer:
$51,164
Explanation:
The project's terminal cash flow is basically the cash flow of the project's last year.
depreciable value = $80,000 + $6,000 - $23,031 = $62,969
depreciation expense per year = $62,969 / 5 = $12,593.80 per year
net cash flow year 5 = [(savings - depreciation expense) x (1 - tax rate)] + depreciation expense + salvage value + recovery of net working capital = [($28,000 - $12,593.80) x (1 - 35%)] + $12,593.80 + $23,031 + $5,525 = $51,163.83 ≈ $51,164
Answer:
The correct answer is letter "D": straight line.
Explanation:
Utility represents the satisfaction a person receives from the use of a good or service. In case there is a risk-neutral decision-maker, that individual is unlikely to vary the value he or she provides to the use of products to remain in a comfort zone. However, the utility could vary according to satisfaction the good or service provides in different situations.
Thus, if plotted in a graph, <em>the value representing the horizontal axis and the utility the vertical axis, there will be a straight line departing from the horizontal axis parallel to the vertical axis.</em>