Find mode for the following distribution:
Marks |
Frequency |
10-19 |
19 |
20-29 |
21 |
30-39 |
27 |
40-49 |
21 |
50-59 |
22 |
60-69 |
20 |
Solution not provided.
Ans. 34.5
Find the median from the following data.
Marks |
No. of Students |
Below 10 |
12 |
Below 20 |
32 |
Below 30 |
57 |
Below 40 |
80 |
Below 50 |
92 |
Below 60 |
116 |
Below 70 |
164 |
Below 80 |
200 |
Compute the median from the following distribution of monthly income (in Rs.) of a locality.
No. of families |
Income |
Below 100 |
50 |
100-200 |
50 |
200-300 |
555 |
300-400 |
100 |
400-500 |
3 |
500 and above |
2 |
The following table gives Intelligent Quotient (I.Q.) of 100 students:
I.Q. |
No. of students |
55-65 |
1 |
65-74 |
2 |
75-84 |
9 |
85-94 |
22 |
95-104 |
33 |
105-114 |
22 |
115-124 |
8 |
125-134 |
2 |
135-144 |
1 |
Find the median.
The following table gives heights (in cms) of 420 persons:
Heights (in cms) |
No. of persons |
160-162 |
15 |
163-165 |
118 |
166-168 |
142 |
169-171 |
127 |
172-174 |
18 |
Find the median height.
Find the median for the following distribution:
Marks |
No. of students |
Below 10 |
3 |
Below 20 |
10 |
Below 30 |
23 |
Below 40 |
55 |
Below 50 |
70 |
Below 60 |
75 |
Below 70 |
80 |
Find the median wage of the workers from the following frequency distribution table:
Wages (in Rs.) |
No. of workers |
More than 150 |
0 |
More than 140 |
10 |
More than 130 |
29 |
More than 120 |
60 |
More than 110 |
104 |
More than 100 |
134 |
More than 90 |
151 |
More than 80 |
160 |
Frequency table of the marks obtained by 50 students is given below :
Marks obtained |
No. of students |
0-10 |
3 |
10-20 |
f1 |
20-30 |
20 |
30-40 |
10 |
40-50 |
5 |
50-60 |
f2 |
Given that the median marks are 28.5, find the missing frequencies f1 and f2.
Find the missing frequencies in the following distribution. It is given that median of the distribution is 41 and the total number of observations is 82.
Class |
Frequency |
10-20 |
10 |
20-30 |
f1 |
30-40 |
15 |
40-50 |
20 |
50-60 |
f2 |
60-70 |
11 |
In the following frequency distribution, locate the median:
Monthly consumption of electricity |
No. of consumers |
65-85 |
4 |
85-105 |
5 |
105-125 |
13 |
125-145 |
20 |
145-165 |
14 |
165-185 |
7 |
185-205 |
4 |
Problems Based on Graphical Representation of Cumulative Frequency Distribuition