Answer:
Step-by-step explanation:
Given the data set:

The data set contains 23 items where:
• The minimum number = 1
,
• The maximum number = 47
Next, the median number (the number in the middle will be the 12th item):

• The median = 22
The lower quartile will be the number in the middle of the first half.

• The lower quartile, Q1 = 10
Similarly, the upper quartile will be the number in the middle of the second half.

• The upper quartile, Q3= 33
Therefore, the five-number summary is: 1,10,22,33,47 where
• Minimum: 1
,
• Lower Quartile = 10
,
• Median = 22
,
• Upper Quartile = 33
,
• Maximum = 47