In: Operations Management
The following is data on the Survey of Study Habits and Attitudes (SSHA) scores for 18 female college students. The test evaluates motivation, study habits, and attitudes toward school. Create an appropriate frequency distribution to describe the data set. Interpret the results.
how to input into excel
Student # | Score |
1 | 154 |
2 | 109 |
3 | 137 |
4 | 115 |
5 | 152 |
6 | 140 |
7 | 154 |
8 | 178 |
9 | 101 |
10 | 103 |
11 | 126 |
12 | 126 |
13 | 137 |
14 | 165 |
15 | 165 |
16 | 129 |
17 | 200 |
18 | 148 |
Answer:
Populate the data in the excel sheet
Student # |
Score |
1 |
154 |
2 |
109 |
3 |
137 |
4 |
115 |
5 |
152 |
6 |
140 |
7 |
154 |
8 |
178 |
9 |
101 |
10 |
103 |
11 |
126 |
12 |
126 |
13 |
137 |
14 |
165 |
15 |
165 |
16 |
129 |
17 |
200 |
18 |
148 |
Create a score range:
Score Range |
101-120 |
121-140 |
141-160 |
161-180 |
181-200 |
Based on the score secured by each girl, input the frequency of each score range and the percentage of each frequency with respect to the total of frequency (i.e. 18):
Score Range |
Frequency |
Percentage of frequency |
101-120 |
4 |
22% |
121-140 |
6 |
33% |
141-160 |
4 |
22% |
161-180 |
3 |
17% |
181-200 |
1 |
6% |
Create the graph:
Put the “score range” on primary axis and “Percentage” on the secondary axis.
Based on the above graph, it is interpreted that
33% girls (6 students) have score range of 121-140
Only 6% girls (1 student) have score range of 181-200
Equal number of students (4 each) and 22% each have score range of 101-120 and 141-160
17% girls (3 students) have score range of 161-180
Final data can be seen on Excel as under: