What is the interquartile range (IQR) of the same data?
4
There are 8 values, so cut the list into two halves of 4. Q1 and Q3 are the middles of the halves. What is the IQR?
5
Look at the two teams' five numbers. Which sentence is true?
Blues have the larger range and the larger IQRReds have the larger range and the larger IQRReds have the larger range, but Blues have the larger IQRBlues have the larger range, but Reds have the larger IQR
Spread around the mean
6
The mean of this data is 7. Find how far each dot is from 7, then average those distances. What is the MAD?
7
The mean of this data is 2.5. What is the MAD?
8
Here are the five numbers of a data set. What is its IQR?
9
When every number in a data set is the same, the range and the IQR are both 0.
TrueFalse
10
Number the steps to find the first quartile, Q1.
Put the data in order
Look at the lower half
Find the middle of the lower half: that is Q1
Find the median and cut the list into two halves
Stretch
11
Join each description to its name.
1third quartile less first quartile
2biggest less smallest
3the middle number
4the average distance from the mean
Arange
BMAD
CIQR
Dmedian
12
Class X is the top plot and class Y is the bottom plot. Which class's scores are more alike? Write how you know.
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