CBSE Class 10 Mathematics Statistics Worksheet Set C

Read and download the CBSE Class 10 Mathematics Statistics Worksheet Set C in PDF format. We have provided exhaustive and printable Class 10 Mathematics worksheets for Chapter 13 Statistics, designed by expert teachers. These resources align with the 2025-26 syllabus and examination patterns issued by NCERT, CBSE, and KVS, helping students master all important chapter topics.

Chapter-wise Worksheet for Class 10 Mathematics Chapter 13 Statistics

Students of Class 10 should use this Mathematics practice paper to check their understanding of Chapter 13 Statistics as it includes essential problems and detailed solutions. Regular self-testing with these will help you achieve higher marks in your school tests and final examinations.

Class 10 Mathematics Chapter 13 Statistics Worksheet with Answers

 

Statistics

Q.- The class marks of a distribution are 82, 88,94, 100, 106, 112 and 118. Determine the class size and the classes.

Sol. The class size is the difference between two consecutive class marks. ∴Class size = 88 – 82 = 6. Now 82 is the class mark of the first class whose width is 6.  ∴ Class limits of the first class are 82 – 6/2 and 82 + 6/2

i.e. 79 and 85. Thus, the first class is 79-85.
Similarly, the other classes are 85–91, 91– 97, 97–103, 103 –109, 109 –115 and 115 –121.
 
Ex.14 The class marks of a distribution are 13, 17,21, 25 and 29. Find the true class limits.
 
Sol. The class marks are 13, 17, 21, 25 and 29.
The class marks are uniformly spaced.
Class size = difference between two consecutive
class marks
= 17 – 13 = 4
Half of the class size = 4/2 = 2
To find the classes one has to subtract 2 from and add 2 to each of the class marks.
Hence, the classes are
11– 15
15 – 19
19 – 23
23 – 27
27 – 31
 
Since the classes are exclusive, the true class limits are the same as the class limits. So the lower class limits as well as the true lower class limits are 11, 15, 19, 23 and 27. The upper class limits as well as the true upper class limits are 15, 19, 23, 27 and 31.
 
Q.- Convert the given simple frequency series into a:
(i) Less than cumulative frequency series.
(ii) More than cumulative frequency series.

statistics notes 14

Sol.

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Q.- Convert the following more than cumulative frequency series into simple frequency series.

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Q.- Drawn ogive for the following frequency distribution by less than method

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Sol. We first prepare the cumulative frequency distribution table by less than method as
given below :
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Other thanthe given class intervals, we assume a class – 10-0 before the first class interval 0-10 with zero frequency.
Now, we mark the upper class limits
(including the imagined class) along X-axis on a suitable scale and the cumulative frequencies along Y-axis on a suitable scale.
Thus, we plot the points
(0, 0), (10, 7), (20, 17), (30, 40), (40, 91), (50,97), and (60, 100)

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Now, we join the plotted points by a free
hand curve to obtain the required ogive.
 
Q.- Draw a cumulative frequency curve for the following frequency distribution by less than method

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Sol. The given frequency distribution is not continuous. So, we first make it continuous and prepare the cumulative frequency distribution as under :

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Now, we plot points (9.5, 5), (19.5, 20), (29.5,40), (39.5, 63), (49.5, 80), (59.5, 91) and (69.5, 100) and join them by a free hand smooth curve to obtain the required ogive as
shown in Fig.

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Q.- The temperature of a patient, admitted in a hospital with typhoid fever, taken at different times of the day are given below. Draw the temperature-time graph to reprents the data:

statistics notes 23

Sol. In order to draw the temperature-time graph, we represent time (in hours) on the x-axis and the temperature in ºF on the y-axis. We first plot the ordered pairs (6, 102), (8, 100), (10, 99), (12, 103), (14, 100), (16, 102) and (18, 99) as points and then join them by line segments as shown in Fig.

statistics notes 24

Please click the below link to access CBSE Class 10 Mathematics Statistics Worksheet Set C

CBSE Mathematics Class 10 Chapter 13 Statistics Worksheet

Students can use the practice questions and answers provided above for Chapter 13 Statistics to prepare for their upcoming school tests. This resource is designed by expert teachers as per the latest 2026 syllabus released by CBSE for Class 10. We suggest that Class 10 students solve these questions daily for a strong foundation in Mathematics.

Chapter 13 Statistics Solutions & NCERT Alignment

Our expert teachers have referred to the latest NCERT book for Class 10 Mathematics to create these exercises. After solving the questions you should compare your answers with our detailed solutions as they have been designed by expert teachers. You will understand the correct way to write answers for the CBSE exams. You can also see above MCQ questions for Mathematics to cover every important topic in the chapter.

Class 10 Exam Preparation Strategy

Regular practice of this Class 10 Mathematics study material helps you to be familiar with the most regularly asked exam topics. If you find any topic in Chapter 13 Statistics difficult then you can refer to our NCERT solutions for Class 10 Mathematics. All revision sheets and printable assignments on studiestoday.com are free and updated to help students get better scores in their school examinations.

Where can I download latest CBSE Printable worksheets for Class 10 Mathematics Chapter 13 Statistics

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Are there any websites that offer free test sheets for Class 10 Mathematics Chapter 13 Statistics

Yes, studiestoday.com provides all latest NCERT Chapter 13 Statistics Class 10 Mathematics test sheets with answers based on the latest books for the current academic session

What topics are covered in CBSE Class 10 Mathematics Chapter 13 Statistics worksheets?

CBSE Class 10 Mathematics Chapter 13 Statistics worksheets cover all topics as per the latest syllabus for current academic year.

How can I use worksheets to improve my Class 10 Mathematics scores?

Regular practice with Class 10 Mathematics worksheets can help you understand all concepts better, you can identify weak areas, and improve your speed and accuracy.