In Biology test the following
marks were recorded.
marks
|
10-19
|
20-29
|
30-39
|
40-49
|
50-59
|
No. of students
|
2
|
4
|
5
|
6
|
3
|
Calculate the mean.
Solution
In this question we are going
to apply the method of assumed mean.
Here you are required to
produce the frequency distribution table.
Let us take 44.5 as our
assumed mean(A). Take away the assumed mean from each class mark.
Class interval
|
Class mark (x)
|
d=x-A
|
Frequency
(f)
|
fx
|
fd
|
10-19
|
14.5
|
-30
|
2
|
435
|
-60
|
20-29
|
24.5
|
-20
|
4
|
98
|
-80
|
30-39
|
34.5
|
-10
|
5
|
150
|
-50
|
40-49
|
44.5
|
0
|
6
|
267
|
0
|
50-59
|
54.5
|
10
|
3
|
163.5
|
30
|
∑f
= 20
|
∑fx
= 730
|
∑fd
= -160
|
Mean = A + ∑fd
∑f
Mean = 44.5 + ( -160)
20
Mean = 44.5 - 8
Hence Mean = 36.5
TRY THIS………….
In Civics test the following
marks were recorded.
marks
|
10-14
|
15-19
|
20-24
|
25-29
|
30-34
|
No. of students
|
4
|
8
|
10
|
12
|
6
|
Given assumed mean of 27, find the mean.
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