Suppose that the following data is the total annual incomes (rounded to thousands) for all 30 staffs in the Department of Mathematics of a university for the year 2014. Staff Annual Income(RM '000) Staff Annual Income(RM '000) 1 51 16 43 2 70 17 16 3 79 18 15 4 75 19 72 5 72 20 92 6. 55 21 25 7 25 22 30 8 38 23 24 74 24 46 10 54 25 47 11 37 26 46 12 15 27 45 13 56 28 38 14 17 29 81 15 רר 30 49 Construct a grouped frequency distribution for the data using 5 classes.Calculate the relative frequency and percentage for all classes. Clue: The 5 classes are 15-30,31-46,47-62,63-78,79-94
Suppose that the following data is the total annual incomes (rounded to thousands) for all 30 staffs in the Department of Mathematics of a university for the year 2014. Staff Annual Income(RM '000) Staff Annual Income(RM '000) 1 51 16 43 2 70 17 16 3 79 18 15 4 75 19 72 5 72 20 92 6. 55 21 25 7 25 22 30 8 38 23 24 74 24 46 10 54 25 47 11 37 26 46 12 15 27 45 13 56 28 38 14 17 29 81 15 רר 30 49 Construct a grouped frequency distribution for the data using 5 classes.Calculate the relative frequency and percentage for all classes. Clue: The 5 classes are 15-30,31-46,47-62,63-78,79-94
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:Suppose that the following data is the total annual incomes (rounded to thousands) for all 30
staffs in the Department of Mathematics of a university for the year 2014.
Staff
Annual Income(RM '000)
Staff
Annual Income(RM '000)
1
51
16
43
2
70
17
16
3
79
18
15
4
75
19
72
72
20
92
6.
55
21
25
7
25
22
30
8
38
23
24
9
74
24
46
10
54
25
47
11
37
26
46
12
15
27
45
13
56
28
38
14
17
29
81
15
77
30
49
Construct a grouped frequency distribution for the data using 5 classes.Calculate the relative
frequency and percentage for all classes. Clue: The 5 classes are 15-30,31-46,47-62,63-78,79-94
e) What is the best measurement of central tendency for this data set?
g) What is the best measurement of variation for this data set?
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