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Class VI
Class VII
Class VIII
Class IX
Class X
ICSE Grade X - Measures of Central Tendency
Question
1
1.
The histogram given below represents the weights of students of a particular class. Using the data in the diagram, calculate the mean weight
59.75 kg
61.75 kg
60.75 kg
62.75 kg
63.75 kg
Question
2
2.
A frequency distribution table is given below.
Find the
mean .
Class-Interval
7 - 15
16 - 24
25 - 33
34 - 42
43 - 51
52 - 60
61 - 69
Frequency
14
40
37
36
25
17
13
6369
182
6367
182
3184
91
6731
182
6549
182
Question
3
3.
Ages of 20 students are given below. Find the mean.
Age (in years)
10
11
12
13
14
15
No. of students
3
4
4
5
2
2
57
4
years
51
4
years
53
4
years
49
4
years
25
2
years
Question
4
4.
If the mean of the following frequency distribution is
45
3
4
,
find the value of 'x'.
Class-Interval
Frequency
20 - 29
4
30 - 39
6
40 - 49
x
50 - 59
8
60 - 69
5
6
10
11
9
8
Question
5
5.
The following table shows the weights of
72
persons in a group.
Find the
mean weight.
Weight (in kg)
50 - 60
61 - 71
72 - 82
83 - 93
94 - 104
105 - 115
No. of persons
19
9
19
6
14
5
2785
36
kg
2783
36
kg
2855
36
kg
2819
36
kg
232
3
kg
Question
6
6.
Heights of 15 students are given below. Find the mean.
Height (in cm)
138
142
145
159
160
No. of students
1
5
2
3
4
457
3
cm
452
3
cm
151
cm
451
3
cm
454
3
cm
Question
7
7.
If the sum of the following frequency distribution is
29
,
find the value of 'x'.
Class-Interval
Frequency
20 - 30
4
31 - 41
3
42 - 52
4
53 - 63
x
64 - 74
7
75 - 85
6
86 - 96
2
3
4
0
5
2
Question
8
8.
The arithmetic mean of a + 2, a, and a - 2 is
a - 2
3a
a + 2
a
Question
9
9.
Given the mean of
10
samples as
5
1
2
,
what is the new mean if two samples
7
and
8
are added ?
37
6
25
4
11
2
35
6
45
8
Question
10
10.
The histogram given below represents the marks obtained by some candidates in an examination.
Using data in the diagram, calculate the
mean
marks.
44.71
43.71
47.71
46.71
45.71
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