Answer: The correct answers are "A. Accept" and "$ 0.01".
Explanation: Given that we talk about optimal strategy when maximizing the expected profit by the player:
In the first case It is convenient to accept the proposal and keep $ 0.12, instead of rejecting it and running out of nothing.
And in the second case it is convenient to give the classmate as little as possible so that he accepts and we have a greater profit.
Importing
What is Importing?
An import is an item or service that is purchased outside of its nation of origin. International trade is made up of imports and exports. A country has a negative trade balance, or a trade deficit, if the value of its imports exceeds the value of its exports. Since 1975, the US has had a trade imbalance. The U.S. Census Bureau estimates that in 2019, the deficit was $576.86 billion.
To learn more about Importing
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Answer:
Each of L team leaders has D group directors, making the total number of group directors equal to (L)(D). And each of those group directors has F fundraisers, again requiring multiplication: that total is (L)(D)(F). (You can try this by plugging in small numbers - if each of 2 leaders has 3 directors, you know there would be 6 directors)
So while statement 1 is not sufficient (there are multiple combinations that could get you to 81, such as L = 1, D = 2, and F = 39; or L = 1, D = 5, and F = 15), statement 2 guarantees that there is only one team leader. This is because 5 is a prime number, and you know that the number of group directors = LD. The only possible way for LD to equal 5 is if L is 1 and D is 5, or if D is 1 and L is 5. And since the stimulus tells you that there are more directors than leaders, the combination must be 5 directors and 1 leader. Accordingly, statement 2 is sufficient.
Explanation:
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