FRANK Solutions for Class 9 Maths Chapter 22 - Statistics

Find out how to interpret data from a frequency table by practising TopperLearning’s Frank Solutions for ICSE Class 9 Mathematics Chapter 22 Statistics. Learn to determine class limits based on frequency distribution data. Revise textbook solutions on how to construct a cumulative frequency distribution table.

Study the definition of secondary data, primary data, frequency, variate, class mark, etc. with our Frank textbook solutions. There are ample e-learning resources other than textbook solutions available on our study portal. The learning materials like ICSE Class 9 Maths videos and online mock tests can be used to prepare well for your exam.

Page / Exercise

Chapter 22 - Statistics Exercise Ex. 22.1

Question 1

Solution 1

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics

Question 2

Solution 2

Question 3

Solution 3

Question 4

Solution 4

Question 5

Solution 5

Question 6

Find the actual (or true) lower and upper class limits and class-marks (or mid values) of the following classes: 2.1 - 4.0, 4.1 - 6.0 and 6.1 - 8.0.

Solution 6

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics

Question 7

Observe the given frequency table to answer the following:

Class Interval	20-24	25-29	30-34	35-39	40-44	45-49
Frequency	6	12	10	15	9	2

a. The true class limits of the fifth class.

b. The size of the second class.

c. The class boundaries of the fourth class.

d. The upper and lower limits of the sixth class.

e. The class mark of the third class.

Solution 7

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics

Question 8

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics

Solution 8

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics

Question 9

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics

Solution 9

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics

Question 10

Solution 10

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics

Question 11

Solution 11

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics

Question 12

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics

Solution 12

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics

Chapter 22 - Statistics Exercise Ex. 22.2

Question 1

Solution 1

Question 2

Solution 2

Question 3

Solution 3

Question 4

Solution 4

Question 5

Construct a frequency distribution table from the given cumulative frequency distribution showing the weights of 750 students in a school:

Weight (in kg)	c.f.
More Than 25	750
More Than 30	640
More Than 35	615
More Than 40	485
More Than 45	370
More Than 50	220
More Than 55	124
More Than 60	49
More Than 65	24
More Than 70	0

a. Find the number of students whose weight lie in the interval 40-45

b. Find the interval which has the most number of students.

Solution 5

Frequency distribution table is as follows:

Weight (in kg)	c.f.
25 - 30	110 (750 - 640)
30 - 35	25 (640 - 615)
35 - 40	130 (615 - 485)
40 - 45	115 (485 - 370)
45 - 50	150 (370 - 220)
50 - 55	96 (220 - 124)
55 - 60	75 (124 - 49)
60 - 65	25 (49 - 25)
65 - 70	24 (24 - 0)
70 - 75	0

a. The number of students whose weight lie in the interval 40 - 45 is 115.

b. The interval 45 - 50 has the most number of students.

Chapter 22 - Statistics Exercise Ex. 22.3

Question 1

Solution 1

Question 2

Solution 2

Question 3

Solution 3

Question 4

Solution 4

Question 5

Solution 5

Question 6

The daily maximum relative humidity (in per cent) in Mumbai from May 1 to May 7, 1992 is given below:

64, 70, 65, 80, 75, 78

Find the mean.

Solution 6

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics

Question 7

Solution 7

Question 8

Solution 8

Question 9

Solution 9

Question 10

Solution 10

Question 11

Solution 11

Question 12

The mean of 16 natural numbers is 48. Find the resulting mean, if each of the number is

a. increased by 5

b. decreased by 8

c. multiplied by 4

d. divided by 0.25

e. increased by 50%

f. decreased by 10%

Solution 12

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics

Question 13

The mean of 4 observations is 20. If one observation is excluded, the mean of the remaining observations becomes 15. Find the excluded observation.

Solution 13

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics

Question 14

The mean monthly income of 8 men is Rs. 8079.75. A man whose monthly income is Rs. 8280 has also been taken into consideration. Calculate the mean monthly income of all the men.

Solution 14

Frank Solutions Icse Class 9 Mathematics Chapter - Statistics