Discrete math can you solve immediately

In summary, the remaining players in the game will split 50 gold and make bids to try and get as much gold as possible. If more than half of the players accept a bid, the gold will be distributed accordingly and the game will end. If a bid is not accepted, the player who made it will be removed and the extra gold will go to the player with the most gold at the end of the game. The player who makes the last bid will receive the extra gold and the remaining gold from all other players' bids.
  • #1
ceasertr
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There are 4 people that they going to split 50 gold between them. They got one extra gold that they can pay for punishment. All person makes a proposal that how can share the gold. Of the remaining players in the game, including the bidder
If more than half (half is not enough) accepts the bid, the gold will be distributed accordingly and the game will end. If the offer is not accepted, the player who made the offer will be removed from the game and the extra gold that the players have the beginning of to game going to be taken away to be given to the player who has the most gold at the end of the game.
the bid will move to the next player and the game will continue with the remaining players. All players
trying to get as much gold as possible at the end of the game and considering all the possibilities
Since the players perform without any mistakes, who is the player who gets the most gold at the end of the game and how much gold does the player get?
 
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  • #2
The player who gets the most gold at the end of the game is the one who makes the last bid. This player would get the extra gold from the beginning of the game, plus the remaining gold after all other players have made their bids. So, if there were 50 gold at the beginning of the game and the total bids from all other players comes to 35 gold, then the last bidder would get a total of 85 gold.
 

1. What is discrete math?

Discrete math is a branch of mathematics that deals with discrete objects, such as integers, graphs, and logical statements. It is used to solve problems related to computer science, cryptography, and other fields.

2. Why is discrete math important?

Discrete math is important because it provides the foundation for many areas of computer science, including algorithms, data structures, and programming languages. It also has applications in fields such as cryptography, engineering, and economics.

3. What are some basic concepts in discrete math?

Some basic concepts in discrete math include sets, functions, relations, logic, and combinatorics. These concepts are used to represent and analyze discrete structures and solve problems in various areas of mathematics and computer science.

4. How is discrete math used in computer science?

Discrete math is used in computer science to model and analyze algorithms, data structures, and networks. It is also used in the design and analysis of computer programs and systems, as well as in the field of cryptography to develop secure communication protocols.

5. Can you give an example of a problem that can be solved using discrete math?

One example of a problem that can be solved using discrete math is the "travelling salesman problem," which involves finding the shortest possible route that visits each city exactly once and returns to the starting point. This problem can be modeled using graph theory and solved using algorithms from discrete math.

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