Answer: $7,575
Explanation:
Based on the information given in the question, the amount of the estimated average income for a proposed investment will be calculated as:
= Expected total income yield / Number of years
= $30300/4
= $7,575
Therefore, the amount of the estimated average income for the proposed investment is $7575.
Answer:
A.Incorrect
B. Incorrect
Explanation:
a) A manager might reject a proposal using ROI that the manager would accept using residual income
The statement is incorrect. The reverse is true. Using ROI entails the manager comparing the ROI after a project to the ROI before, where implementing a project makes the ROI after to be less than what it before the project, the Manager would most likely not implement the project. This would happen notwithstanding that the project produces positive residual income.
b) Managers will be more likely to pursue projects that will benefit the entire company when being evaluated on ROI instead of residual income.
This statement is incorrect. ROI makes the manager to pursue his own interest and that of its division at the expense of the group objectives. It leads to sub-optimal decision
Answer:
$400 .Since inventory is valued at cost or market value(current replacement cost) whichever is lower .
Therefore value of inventory : $400*8=$3200
Explanation:
Answer:
This is not correct, as the information systems in this age are rapidly transforming, due to artificial intelligence and IoT.
Answer:
What rate of return (IRR) would you earn if you bought this asset?
8,48%
Explanation:
To find the IRR it's necessary to know which is the discount rate that applied to the cash flow of the assets gives a value that compensate the investment of $200,500.
Year 1 $100.000 / (1+0,0848)^1 = $92.182
Year 2 $100.000 / (1+0,0848)^2 = $35.690
Year 3 $100.000 / (1+0,0848)^3 = $41.398
Year 4 $100.000 / (1+0,0848)^4 = $31.230
Total Present Value of Cash Flow=
$92.182 + $35.690 + $41.398 + $31.230 = $200,500
There is no way to find the IRR without Excel, the only way is to try with different rates in the current cash flow formula.
