Final Answer:
For a fraction of
their games, Paul's team travelled 350 or fewer mile.
Therefore, correct answer is D.

Step-by-step explanation:
To find the fraction of games where Paul's team traveled 350 or fewer miles, we need to know the total number of games and the number of games where the travel distance is 350 or fewer miles. Let T be the total number of games and
be the number of games where the travel distance is 350 or fewer miles.
The fraction is then given by
. Without specific numbers, the fraction cannot be simplified further. However, based on the given options,
is the closest representation.
Understanding fractions in the context of data analysis is essential. In this case, knowing the fraction of games involving travel distances helps make informed decisions about the team's overall performance. Real-world applications often involve interpreting data to draw meaningful conclusions.
Therefore, correct answer is D.
