The opportunity cost amounts to $532,000. This represents the cost of the most preferable alternative that was not selected. In this case, rejecting the investment project meant foregoing the potential return of $532,000.
Answer:
A. For the dividend, John incurred a cost of $0.00 since he was not listed as the shareholder of record by August 15th. As a result, the dividend allocation was made to the stock's former owner.
Explanation:
The settlement date refers to when the buyer officially takes ownership of the shares, typically occurring two days after the trade date.
Hope this will help, please do comment if you need any further explanation. Your feedback would be highly appreciated.
Answer:
IRR = 14.96%
The project should be rejected, because the calculated internal rate of return falls short of the required return (14.96% < 16%).
Explanation:
The internal rate of return (IRR) is an essential calculation in capital budgeting for assessing potential investment profitability. The IRR rule guides whether to pursue a project or investment, stipulating that if the IRR exceeds the minimum required return, the project should be accepted. Conversely, if it’s lower than the cost of capital or the requisite return, the project should be turned down.
The formula used is as follows:
$0 = (initial investment x -1) + CF1 / (1 + IRR) ^ 1 + CF2 / (1 + IRR) ^ 2 +... + CFX / (1 + IRR) ^ X
Initial Investment = Total initial investment costs year x-1
CFx = Cash Flow during period X
IRR = Internal rate of return
Due to the nature of the IRR formula, it cannot be computed analytically; it must be derived through trial and error or via specialized software for IRR calculation.
In this instance:
IRR = -27200 + 11200 / (1 + IRR) ^ 1 + 14200 / (1 + IRR) ^ 2 + 10200 / (1 + IRR) ^ 3
IRR = 14.96%
The company should not proceed with the investment, as the calculated IRR is less than what is required (14.96% < 16%).
Although I can't create a graph in this dialog box, I will describe the long-run equilibrium for Transnet. In economics, long-run equilibrium is concerned with the timeframe during which resources are still obtainable, as well as the associated costs and production volumes.
