Exam practices for Statics
Time: 45 Minutes Maximum Marks- 25
1. Find the median of the
following distribution: 2
Class Interval
|
Frequency
|
0-10
|
4
|
10-20
|
4
|
20-30
|
7
|
30-40
|
10
|
40-50
|
12
|
50-60
|
8
|
60-70
|
5
|
Total
|
50
|
2. Find the mean of the
following data: 2
Class
|
0-50
|
50-100
|
100-150
|
150-200
|
200-250
|
Frequency
|
15
|
20
|
35
|
20
|
10
|
3. The mean of a distribution
is 50. Determine value of ‘g’ 3
Class
|
0-20
|
20-40
|
40-60
|
60-80
|
80-100
|
Frequency
|
17
|
g
|
32
|
24
|
19
|
4. Find the median of the
following data: 2
Class interval
|
Frequency
|
0-10
|
5
|
10-20
|
8
|
20-30
|
23
|
30-40
|
17
|
40-50
|
7
|
50-60
|
8
|
5. Find value of ‘q’ when mean
is 47. 3
Class
|
0-20
|
20-40
|
40-60
|
60-80
|
80-100
|
Frequency
|
8
|
15
|
20
|
q
|
5
|
6. The following table shows
the ages of staff members in a office. 4
Age
|
18-27
|
27-36
|
36-45
|
45-54
|
54-63
|
Number of
members |
6
|
11
|
21
|
23
|
14
|
Find
mean and the mode
7. Find the mean, mode and
median of the following data: 6
Class
|
Frequency
|
0-20
|
12
|
20-40
|
13
|
40-60
|
6
|
60-80
|
7
|
80-100
|
8
|
100-120
|
14
|
120-140
|
13
|
8. The median of the following
data is 52.5. Find value of x and y if the final frequency is 100. 3
Class
|
Frequency
|
0-10
|
5
|
10-20
|
2
|
20-30
|
X
|
30-40
|
12
|
40-50
|
20
|
50-60
|
17
|
60-70
|
Y
|
70-80
|
7
|
80-90
|
9
|
90-100
|
4
|
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