If your playing a game where you have 4 cards and you have to arrange them in to 2 digit numbers so they add up to a number near 100, and then you take the number you got and subtract it from 100, and then you play this game 7 times with 3 other people, and when you add up all of your scores, the person with the lowest sum is the winner, what strategy will you use to win? PLEASE HELP I NEED IT TODAY!
To win this game, you'll need to come up with a strategy to maximize your score while minimizing the chances of getting a high number. Here's a step-by-step approach you can follow:
1. Understand the game: Each round of the game requires arranging the four cards into a two-digit number, so they add up to a number close to 100. You then subtract that number from 100 and keep a record of the result as your score.
2. Analyze the possible combinations: Consider all the possible combinations of the four cards, including different ways to arrange them. Since the game is about getting a number close to 100, you want to find combinations that will result in a smaller difference from 100.
3. Aim for smaller differences: Look for combinations where the sum is as close to 100 as possible, without exceeding it. Consider strategies such as using larger cards as the tens digit and smaller cards as the ones digit, or arranging the cards to create a number that is slightly below 100.
4. Take into account the remaining rounds: In subsequent rounds, keep track of the scores you and the other players have accumulated. If you notice that you have a lower cumulative score than the others, you might consider being more conservative and aiming for combinations that will result in smaller differences from 100. If you're behind, playing more aggressively and taking slightly higher risks might be necessary.
5. Minimize the sum of your scores: At the end of the game, the player with the lowest sum of scores wins. Therefore, your aim should be to accumulate the smallest total score possible throughout the seven rounds. This means consistently choosing combinations that result in smaller differences from 100.
Remember that this strategy doesn't guarantee a win every time, as luck and the choices of other players also play a role. However, it provides a logical approach to maximize your chances of winning based on the rules you provided. Good luck!