Let's say you gave questionnaire to Grade 11 and Grade 12 asking about revision and you received the following responses to the question "I make revisions to the content of my research paper". Grade 11:9 Always 11 Sometimes Grade 12: 8 Always 4 Sometimes 14 Rarely 0 Rarely You could put these numbers in a table, but it would not be particularly meaningful since you have unequal numbers of Grade 11 and Grade 12. To enable your reader to make meaningful comparisons, convert these numbers to percentage and place them in a table or chart.

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(4) Please help me answer this one. Refer to the photo for your guide. Read the instructions and directions very carefully. Type only your answers, please do not handwritten.
Let's say you gave questionnaire to Grade 11 and Grade 12 asking about revision and you received the
following responses to the question "I make revisions to the content of my research paper".
Grade 11:9 Always
11
14 Rarely
Grade 12: 8 Always
Sometimes
Sometimes 0 Rarely
4
You could put these numbers in a table, but it would not be particularly meaningful since you have
unequal numbers of Grade 11 and Grade 12. To enable your reader to make meaningful comparisons,
convert these numbers to percentage and place them in a table or chart.
=£x100%
percentage
n
Computations:
Grade 11:
14
(Always):=x100% = 26%
(Sometimes):=x100% = 32%
(Rarely):=x100% = 41%
34
Grade 12:
(Always):=x100% = 67%
(Sometimes):=x100% = 33% (Rarely):=x100% = 0%
12
Level
Always
Sometimes
Rarely
Grade 11 (n=34)
26%
32%
41%
Grade 12 (n = 12)
67%
33%
0%
Converting to percentages allows the reader to make comparisons between the two groups while
reporting the total number in each group (the "n" in the first column) tells readers how much credence to
place on the percentages.
Exercise:
Suppose the respondents in your research are from the four Academic Strands of RC-AKIC SHS. The
following data are their responses to the question "I can't understand the lessons in Statistics".
STEM: 6 Always
HUMSS: 28 Always
15 Sometimes 25 Rarely
34 Sometimes 10
8 Sometimes
Rarely
19
Rarely
GAS: 15 Always
ABM: 8 Always
16 Sometimes 12
Rarely
Compute the percentage of their responses and present the data in a Table.
Transcribed Image Text:Let's say you gave questionnaire to Grade 11 and Grade 12 asking about revision and you received the following responses to the question "I make revisions to the content of my research paper". Grade 11:9 Always 11 14 Rarely Grade 12: 8 Always Sometimes Sometimes 0 Rarely 4 You could put these numbers in a table, but it would not be particularly meaningful since you have unequal numbers of Grade 11 and Grade 12. To enable your reader to make meaningful comparisons, convert these numbers to percentage and place them in a table or chart. =£x100% percentage n Computations: Grade 11: 14 (Always):=x100% = 26% (Sometimes):=x100% = 32% (Rarely):=x100% = 41% 34 Grade 12: (Always):=x100% = 67% (Sometimes):=x100% = 33% (Rarely):=x100% = 0% 12 Level Always Sometimes Rarely Grade 11 (n=34) 26% 32% 41% Grade 12 (n = 12) 67% 33% 0% Converting to percentages allows the reader to make comparisons between the two groups while reporting the total number in each group (the "n" in the first column) tells readers how much credence to place on the percentages. Exercise: Suppose the respondents in your research are from the four Academic Strands of RC-AKIC SHS. The following data are their responses to the question "I can't understand the lessons in Statistics". STEM: 6 Always HUMSS: 28 Always 15 Sometimes 25 Rarely 34 Sometimes 10 8 Sometimes Rarely 19 Rarely GAS: 15 Always ABM: 8 Always 16 Sometimes 12 Rarely Compute the percentage of their responses and present the data in a Table.
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