The accompanying data represent the sales price in dollars for nine2-year-old cars of a certain make and model in a major metropolitan area.

14,050

13,999

12,999

10,995

9980

8998

7889

7200

5500

(a) Compute the sample mean and median price.

(b) Compute the range and sample standard deviation.

(c) Redo(a) and(b) if the data value14,050 was incorrectly entered as41,050. How does this change affect themean? themedian? therange? the standarddeviation? the interquartilerange? Which of these values isresistant?

(a) The sample mean price is $

nothing

.

(Round to one decimal place asneeded.)

The sample median price is $

nothing

.

(Round to one decimal place asneeded.)

(b) The range is $

nothing

.

(Round to one decimal place asneeded.)

The sample standard deviation is $

nothing

.

(Round to one decimal place asneeded.)

(c) The sample mean price is $

nothing

.

(Round to one decimal place asneeded.)

The sample median price is $

nothing

.

(Round to one decimal place asneeded.)

The range is $

nothing

.

(Round to one decimal place asneeded.)

The sample standard deviation is $

nothing

.

(Round to one decimal place asneeded.)

Which of these values isresistant? Select all that apply.

A.

The range

B.

The sample median

C.

The sample mean

D.

The sample standard deviation

E.

None of the values are resistant.