the numbers 1-12 they gave them was their overall score based on their strength, defense, intellect, etc.
Its there to help the tributes get sponsors for when there in the arena.
The scores given by the game makers to the tributes represent their perceived skills, strengths, and potential to survive in the Hunger Games arena. Higher scores indicate that the tribute is considered more capable and likely to be a formidable opponent. These scores can influence how sponsors and other tributes perceive the competitors and impact the strategies they employ during the games.
It mean's that when each tribute goes into their private training with the gamemakers,they all get a score between 1-12 on their skills like:arrow shooting,knife throwing etc.!
The scores are the expert's (game makers) votes on their chances of survival. The lower the score, the more chances. To the tributes, it means reassurance. It gives them hope that they have chances to win.
the numbers 1-12 they gave them was their overall score based on their strength, defense, intellect, etc.
It mean's that when each tribute goes into their private training with the gamemakers,they all get a score between 1-12 on their skills like:arrow shooting,knife throwing etc.!
The mean of a distribution of scores is the average.
Adding all the scores and dividing by the number of scores yields the mean or average.
you dont sell games... there is one big Hunger Games annually. if youre talking about gifts that the tributes receive, those are given by sponsors (people who pay to give certain tributes things to help them in the Games) Do you mean game, as in dead animals? If you do they sell it at the hob (a black market)
It means chasing the other people in the arena.
The formula for calculating the mean percentage score is to first add up all individual scores, then divide the total by the number of scores. This will give you the mean score. To convert the mean score to a percentage, you would then divide the mean score by the total possible score and multiply by 100. This will give you the mean percentage score.
The sum of the differences between each score in a distribution and the mean of those scores is always zero because the mean is defined as the balance point of the distribution. When you subtract the mean from each score, the positive differences (scores above the mean) exactly cancel out the negative differences (scores below the mean). This property ensures that the total deviation from the mean is zero, reinforcing the concept that the mean represents the central tendency of the data.