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Elementary Statistics Departmental Fina Problem #2z (12 points) The following data set represents the ages of 30 employees of
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Answer #1

The five number summary :

Minimum=18(By sorting data in ascending order, the lowest value is minimum value)

Q1=25.

[(n+1)/4]th term=(31/4) th term=7.75th term i. e. 8th term

Median=31.5

(n+1)/2th term=15.5 th term=Avg of 31 and 32=31.5

Q3=37

3(n+1)/4 th term=23.25th term, i. e. 23rd term=37

Maximum =63.

b)Imterquartile Range (IQR)=Q3-Q1=37-25=12

Values below Q1-1.5IQR{ {25-(1.5*12)}=7}and values above Q3+1.5IQR {{37+1.5*12}=55}are called outliers

Here, 63 is an outlier.

c) 65 62.5 60 57.5 55 52.5 50 47.5 45 42.5 40 37.5 35 32.5 30 27.5- 25 22.5 20 17.5​​​​​​

The dot shown is an outlier.

d) Employees aged 25 and older make up three quarters (75%) of the software company.

e) The median better describes the center of this data set because the shape of this frequency distribution is positively skewed.

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