Refer to Q 6. The probability of a player weighing less than 250 pounds is 0.4772 0.9772 0.0528 0.5

To determine the correct answer regarding the probability of a player weighing less than 250 pounds, we need to examine the options provided. Here are the given probabilities:

1. 0.4772
2. 0.9772
3. 0.0528
4. 0.5

In the context of probabilities, we typically look for values that are between 0 and 1, inclusive. Most commonly in statistics, when looking for probabilities associated with a weight distribution, we consider distributions such as the normal distribution.

If the objective is to find which probability corresponds to a player weighing less than 250 pounds, we can analyze the reasonable options:

• A probability of 0.4772 suggests there's just under a 50% chance of a player weighing less than 250 pounds.
• A probability of 0.9772 suggests a very high chance, about 97.72%.
• A probability of 0.0528 indicates only about 5.28% chance, which seems low if we refer to likely weights of players.
• A probability of 0.5 indicates an equal chance of weighing less or more.

Assuming a normal distribution of player weights, a high probability (close to 1) for the value of less than 250 pounds makes more sense. The choice would depend on specific distribution data, but generally, the most reasonable answer would likely be 0.9772, implying that most players weigh less than 250 pounds.

Therefore, the answer to the probability of a player weighing less than 250 pounds is 0.9772.