Probability-tree analysis is best used when cash flows are expected to be:
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A. B. C. D.C
Probability-tree analysis is a technique used to calculate the expected value of a decision in situations where there is uncertainty about future cash flows. The method involves creating a tree diagram that shows the possible outcomes of a decision and the probability of each outcome occurring.
In this context, the best use of probability-tree analysis is when cash flows are related to the cash flows in previous periods. This is because the outcomes of the decision in one period will affect the outcomes of the decision in the following period. For example, if an investment decision is made in one period, the cash flows from that investment will affect the cash flows in the following periods.
If cash flows are independent over time, meaning that the outcomes of one period do not affect the outcomes of the following period, then probability-tree analysis may not be the most appropriate method. This is because the probability of each outcome will be constant over time and can be calculated using simpler methods.
If cash flows are risk-free, meaning that there is no uncertainty about the future cash flows, then probability-tree analysis is unnecessary. The expected value of the decision can be calculated with certainty.
Finally, if cash flows are known with certainty, meaning that there is no uncertainty about the future cash flows, then probability-tree analysis is not needed. In this case, the expected value of the decision can be calculated with simple mathematical calculations.
Therefore, the best use of probability-tree analysis is when cash flows are related to the cash flows in previous periods, and there is uncertainty about future cash flows.