Distance from Hometown
150
45
65
275
0
18
100
250
3000
120
10
130
288

Above data shows 13 values of the variable \"distance fromhometown to campus\" that were provided by the students in a recentstatistics class.

A. Find the mean and the median.

_____mean (round to 1 decimal place in your answer)
____median

B. Suppose the family of the student with datavalue 3000 moves to Tel Aviv, Israel; this changes the data valuefor this student from 3000 to 6000. Calculate the new mean and newmedian when 3000 is replaced by 6000.

_____new mean (round to 1 decimal place in your answer)
_____new median

C. Now suppose that the families of the other 5students whose values are greater than the median also move to newlocations so that each student's data value is twice as large asthe original data value. (The data values of the students less thanthe median do not change and the 6000 data value remains at 6000).Calculate the new mean and the new median.

______new mean (round to 1 decimal place in your answer)
_____new median

D. Suppose now that the 6 students whose datavalues are less than the median also move to new locations so thateach student's data value is half as large as the original datavalue. (Note that half of 0 is 0; all the data values greater thanthe median keep the same new values from question 3). Calculate thenew mean and the new median.

_____ new mean (round to 1 decimal place in your answer)
____new median