Answer:
c. there is no requirement
Answer:
Year 1 = $1,100
Year 2 = $1,330
Year 3 = $1,550
Year 4 = $2,290
(a) If the discount rate is 6 percent, then the future value of these cash flows in Year 4:
To solve this problem, we must find the FV of each cash flow and add them. To find the FV of a lump sum, we use:
= $6737.51
(b) If the discount rate is 14 percent, then the future value of these cash flows in Year 4:
= $7415.17
(c) If the discount rate is 21 percent, then the future value of these cash flows in Year 4:
= $8061.47
For the statement "The payoff matrix represents hypothetical profits that could be earned by two milk..." and the Milky Mose table Both will cheat Option C. This is further explained below.
<h3>What is a
payoff matrix?</h3>
Generally, payoff matrix is simply defined as when one player's tactics and those of the other are represented in a table called a payoff matrix, they are listed in rows.
In conclusion, In order to get an edge, both parties will engage in dishonesty. As a result, both parties will be tempted to cheat in order to gain an unfair advantage.
The payoff matrix below represents hypothetical profits that could be earned by two milk sellers who have formed a cartel. Each seller must decide if they want to cheat or not to cheat on the production quotas in the cartel agreement. Use the payoff matrix to answer the questions below. Does either member have an incentive to cheat? Heifer's Gold will cheat, but Milky Moo will not. No, neither has an incentive to cheat, Yes, both will cheat. Milky Moo's will cheat, but Heifer's Gold will not
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Answer:
24%
Explanation:
The computation of the average rate of return is shown below;
As we know that
The Average rate of return = Net income ÷ Average investment
where,
Net income is
= (Selling price per unit - totat cost per unit) × additional units sales
= ($212 - $200) × $4,500 units
= $54,000
And, the average investment is
= (cost price + equipment) ÷ 2
= ($418,500 + $31,500) ÷ 2
= $225,000
So, the average rate of return is
= $54,000 ÷ $225,000 × 100
= 24%