Okay, I am in 6 grade and I am doing definitions; math definitions. Theres something called a "fair game" but I am not for sure if it has to do wih math, or a regular game... plz help. This assignment is due this week..... (-_-) Thxx !! ~

http://www.icoachmath.com/math_dictionary/Fair_Game.html

Fair Game is a game in which each player is not more likely to win than another. In other words, in a fair game each player is equally likely to win the game.

Of course, I'll be happy to help you! In the context of math, a "fair game" refers to a situation where both players have an equal chance of winning, and neither player has an unfair advantage. To better understand this concept, let's break it down step by step.

1. Start by considering a regular game that you are familiar with, like a coin toss. In a fair game, there are two possible outcomes: heads or tails. Since a coin is unbiased, the chance of either outcome occurring is 50%, making it a fair game.

2. Now let's apply this idea to math. In mathematics, a fair game can refer to any situation where each player has an equal opportunity to win. For example, imagine a game where a fair six-sided die is rolled. Each number from 1 to 6 has an equal chance of being rolled, so the game is fair.

3. In a more complex scenario, a fair game can involve larger numbers or different rules. For instance, a card game like poker can also be considered a fair game if the deck is well-shuffled, and each player has no prior knowledge of the order of the cards.

To summarize, a fair game in math means that all participants have an equal chance of winning without any advantage or bias. It ensures fairness and equal opportunity for all involved.

For your assignment, you can provide a concise definition by stating that a fair game in math refers to a situation where all players have an equal chance of winning, and there is no unfair advantage or bias towards any player.