Answer :
Final answer:
Assuming a uniform distribution, the probability of a player having a shirt number between 67 and 99 and weighing between 211 and 250 pounds would be approximately 25%. Therefore, option B) 25% is the most appropriate choice
Explanation:
To find the probability that a player from the array has a shirt number between 67 and 99 and weighs between 211 and 250 pounds, we need to determine the number of players meeting both criteria and divide it by the total number of players in the array.
Without knowing the specific values in the array, we can't calculate the exact probability. However, we can make an assumption based on typical distributions.
If the array is a random sample from a large population and the distribution of shirt numbers and weights is approximately uniform, then the probability would be:
P = (Number of players meeting both criteria) / (Total number of players)
Since we don't have information about the array, we can't accurately calculate the probability. However, if each criterion has an equal chance of being met, the probability would be 25%.
So, the most appropriate option among the given ones is:
B) 25%
