Answer:
Median: stays the same
Mean: decreases.
Step-by-step explanation:
The median of a data sample is the middle number when the data is ordered from least to greatest.
Now before 409 is replaced by 274, the median of the data is

After we replace 409 with 274, the data becomes

the median is still the same:

Part B.
The mean is defined as the average of the data.
Therefore, to find the mean of our sample data, we'd sum all numbers and divide by 9 ( since there are 9 numbers in total).

Now, the average is affected by all numbers in the data set, especially the outliers.
Therefore, if we replace the bigger number 409 by a smaller number "40"