In the package weight data, below,

Ground Beef Package Weight Data (in pounds)

0.75 0.93 1.08 1.2
0.83 0.96 1.08 1.21
0.87 0.96 1.15 1.24
0.89 0.97 1.16 1.28
0.89 0.98 1.16 1.38
0.89 0.99 1.19 1.41
0.92 1.06 1.19

you know that an outlier would have a weight:

A. below 1 pound
B. between the minimum weight and the weight at the lower quartile (Q1)
C. above 1.2 pounds
D. below the lower quartile weight
E. None of the above

Question

In the package weight data, below, 

Ground Beef Package Weight Data (in pounds)

0.75      0.93      1.08      1.2
0.83      0.96      1.08      1.21
0.87      0.96      1.15      1.24
0.89      0.97      1.16      1.28
0.89      0.98      1.16      1.38
0.89      0.99      1.19      1.41
0.92      1.06      1.19

you know that an outlier would have a weight:

A. below 1 pound
B. between the minimum weight and the weight at the lower quartile (Q1)
C. above 1.2 pounds
D. below the lower quartile weight
E. None of the above

hockeychick23 · Answer

@perl @jim_thompson5910

perl · Answer

you have to order this data and make quartiles, and then use interquartile range

perl · Answer

Minimum: 0.75
Q1:      0.925
Q2 (Median): 1.06
Q3: 1.19
Maximum: 1.41

IQR : 0.265

Outliers: 
any values less than 0.5275
any values greater than 1.5875

perl · Answer

copy and paste all the data and drop it into this box plot generator http://www.alcula.com/calculators/statistics/box-plot/ That will give you the values quickly

perl · Answer

also it mentions that this data set has no outliers :)