In Kiswahili test the following
marks were recorded.
marks
|
10-19
|
20-29
|
30-39
|
40-49
|
50-59
|
60-69
|
No. of
students
|
3
|
8
|
10
|
8
|
7
|
4
|
Calculate the mean.
Solution
Here you are required to produce the
frequency distribution table.
Class
interval
|
Class
mark (x)
|
Frequency(f)
|
fx
|
10-19
|
14.5
|
3
|
43.5
|
20-29
|
24.5
|
8
|
196
|
30-39
|
34.5
|
10
|
345
|
40-49
|
44.5
|
8
|
356
|
50-59
|
54.5
|
7
|
381.5
|
60-69
|
64.5
|
4
|
258
|
∑f = 40
|
∑fx = 1580
|
Mean = ∑fx
∑f
Mean = 1580
40
Mean = 39.5
Hence Mean = 39.5
TRY
THIS...................
In a French test the following marks
were recorded.
marks
|
10-14
|
15-19
|
20-24
|
25-29
|
30-34
|
35-39
|
No. of students
|
4
|
7
|
12
|
8
|
5
|
4
|
Calculate the mean.
No comments:
Post a Comment