Both the median and the 75th percentile suggest that typical travel times are longer in New York City than in Los Angeles. The 75th percentile may be a better choice in this case because it is less sensitive to the very long outliers in the New York City data.
The histograms show that the distribution of travel times is right-skewed for both Los Angeles and New York City. However, the New York City distribution appears to have a longer tail, indicating that there are more outliers with much longer travel times than in Los Angeles.
To make the point that typical travel time is longer in New York City, you could use the median or the 75th percentile. These measures are less sensitive to outliers than the mean, so they would be less likely to be pulled up by the few people with very long commutes in New York City.
The median is the travel time that divides the sample in half, so half of the people have commutes that are shorter than the median and half have commutes that are longer. The 75th percentile is the travel time that such that 75% of the people have commutes that are shorter and 25% have commutes that are longer.
In this case, the median travel time in Los Angeles is about 30 minutes, while the median travel time in New York City is about 40 minutes. The 75th percentile in Los Angeles is about 45 minutes, while the 75th percentile in New York City is about 60 minutes.