Short Answer 
The mean of the numbers is calculated to be 732.56, while the median value is 732. The difference between the mean and median is 0.56, indicating that the mean is slightly higher than the median.
Step 1: Calculate the Mean
To find the mean, you need to add all the numbers together and then divide by the total count of the numbers. In this case, the numbers are added as follows: 588 + 838 + 691 + 818 + 846 + 725 + 605 + 732 + 750. After calculating the sum, which is 6593, divide it by the total number of entries, which is 9. The mean is found to be 732.56.
Step 2: Determine the Median
The median is the middle value in a sorted set of numbers. First, arrange the numbers in ascending order: 588, 605, 691, 725, 732, 750, 818, 838, 846. As you have an odd number of entries (9), the middle number, which is at position 5, is 732. Thus, the median value is 732.
Step 3: Find the Difference Between Mean and Median
The final step is to find the difference between the mean and the median. Here, you subtract the median (732) from the mean (732.56). The calculation results in a difference of 0.56, which is noted to be 1 point higher than the median.