case study class 10 maths sample paper

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CBSE Class 10 Maths Case Study

CBSE Board has introduced the case study questions for the ongoing academic session 2021-22. The board will ask the paper on the basis of a different exam pattern which has been introduced this year where 50% syllabus is occupied for MCQ for Term 1 exam. Selfstudys has provided below the chapter-wise questions for CBSE Class 10 Maths. Students must solve these case study based problems as soon as they are done with their syllabus. 

These case studies are in the form of Multiple Choice Questions where students need to answer them as asked in the exam. The MCQs are not that difficult but having a deep and thorough understanding of NCERT Maths textbooks are required to answer these. Furthermore, we have provided the PDF File of CBSE Class 10 maths case study 2021-2022.

Class 10 Maths (Formula, Case Based, MCQ, Assertion Reason Question with Solutions)

In order to score good marks in the term 1 exam students must be aware of the Important formulas, Case Based Questions, MCQ and Assertion Reasons with solutions. Solving these types of questions is important because the board will ask them in the Term 1 exam as per the changed exam pattern of CBSE Class 10th.

Important formulas should be necessarily learned by the students because the case studies are solved with the help of important formulas. Apart from that there are assertion reason based questions that are important too. 

Assertion Reasoning is a kind of question in which one statement (Assertion) is given and its reason is given (Explanation of statement). Students need to decide whether both the statement and reason are correct or not. If both are correct then they have to decide whether the given reason supports the statement or not. In such ways, assertion reasoning questions are being solved. However, for doing so and getting rid of confusions while solving. Students are advised to practice these as much as possible.

For doing so we have given the PDF that has a bunch of MCQs questions based on case based, assertion, important formulas, etc. All the Multiple Choice problems are given with detailed explanations.

CBSE Class 10th Case study Questions

Recently CBSE Board has the exam pattern and included case study questions to make the final paper a little easier. However, Many students are nervous after hearing about the case based questions. They should not be nervous because case study are easy and given in the board papers to ease the Class 10th board exam papers. However to answer them a thorough understanding of the basic concepts are important. For which students can refer to the NCERT textbook.

Basically, case study are the types of questions which are developed from the given data. In these types of problems, a paragraph or passage is given followed by the 5 questions that are given to answer . These types of problems are generally easy to answer because the data are given in the passage and students have to just analyse and find those data to answer the questions.

CBSE Class 10th Assertion Reasoning Questions

These types of questions are solved by reading the statement, and given reason. Sometimes these types of problems can make students confused. To understand the assertion and reason, students need to know that there will be one statement that is known as assertion and another one will be the reason, which is supposed to be the reason for the given statement. However, it is students duty to determine whether the statement and reason are correct or not. If both are correct then it becomes important to check, does reason support the statement? 

Moreover, to solve the problem they need to look at the given options and then answer them.

CBSE Class 10 Maths Case Based MCQ

CBSE Class 10 Maths Case Based MCQ are either Multiple Choice Questions or assertion reasons. To solve such types of problems it is ideal to use elimination methods. Doing so will save time and answering the questions will be much easier. Students preparing for the board exams should definitely solve these types of problems on a daily basis.

Also, the CBSE Class 10 Maths MCQ Based Questions are provided to us to download in PDF file format. All are developed as per the latest syllabus of CBSE Class Xth.

Class 10th Mathematics Multiple Choice Questions

Class 10 Mathematics Multiple Choice Questions for all the chapters helps students to quickly revise their learnings, and complete their syllabus multiple times. MCQs are in the form of objective types of questions whose 4 different options are given and one of them is a true answer to that problem. Such types of problems also aid in self assessment.

Case Study Based Questions of class 10th Maths are in the form of passage. In these types of questions the paragraphs are given and students need to find out the given data from the paragraph to answer the questions. The problems are generally in Multiple Choice Questions.

The Best Class 10 Maths Case Study Questions are available on Selfstudys.com. Click here to download for free.

To solve Class 10 Maths Case Studies Questions you need to read the passage and questions very carefully. Once you are done with reading you can begin to solve the questions one by one. While solving the problems you have to look at the data and clues mentioned in the passage.

In Class 10 Mathematics the assertion and reasoning questions are a kind of Multiple Choice Questions where a statement is given and a reason is given for that individual statement. Now, to answer the questions you need to verify the statement (assertion) and reason too. If both are true then the last step is to see whether the given reason support=rts the statement or not.

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CBSE Class 10 Maths Case Study Questions PDF

Download Case Study Questions for Class 10 Mathematics to prepare for the upcoming CBSE Class 10 Final Exam. These Case Study and Passage Based questions are published by the experts of CBSE Experts for the students of CBSE Class 10 so that they can score 100% on Boards.

CBSE Class 10 Mathematics Exam 2024  will have a set of questions based on case studies in the form of MCQs. The CBSE Class 10 Mathematics Question Bank on Case Studies, provided in this article, can be very helpful to understand the new format of questions. Share this link with your friends.

Table of Contents

Chapterwise Case Study Questions for Class 10 Mathematics

Inboard exams, students will find the questions based on assertion and reasoning. Also, there will be a few questions based on case studies. In that, a paragraph will be given, and then the MCQ questions based on it will be asked.

The above  Case studies for Class 10 Maths will help you to boost your scores as Case Study questions have been coming in your examinations. These CBSE Class 10 Mathematics Case Studies have been developed by experienced teachers of cbseexpert.com for the benefit of Class 10 students.

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Class 10 Maths Syllabus 2024

Chapter-1  real numbers.

Starting with an introduction to real numbers, properties of real numbers, Euclid’s division lemma, fundamentals of arithmetic, Euclid’s division algorithm, revisiting irrational numbers, revisiting rational numbers and their decimal expansions followed by a bunch of problems for a thorough and better understanding.

Chapter-2  Polynomials

This chapter is quite important and marks securing topics in the syllabus. As this chapter is repeated almost every year, students find this a very easy and simple subject to understand. Topics like the geometrical meaning of the zeroes of a polynomial, the relationship between zeroes and coefficients of a polynomial, division algorithm for polynomials followed with exercises and solved examples for thorough understanding.

Chapter-3  Pair of Linear Equations in Two Variables

This chapter is very intriguing and the topics covered here are explained very clearly and perfectly using examples and exercises for each topic. Starting with the introduction, pair of linear equations in two variables, graphical method of solution of a pair of linear equations, algebraic methods of solving a pair of linear equations, substitution method, elimination method, cross-multiplication method, equations reducible to a pair of linear equations in two variables, etc are a few topics that are discussed in this chapter.

Chapter-4  Quadratic Equations

The Quadratic Equations chapter is a very important and high priority subject in terms of examination, and securing as well as the problems are very simple and easy. Problems like finding the value of X from a given equation, comparing and solving two equations to find X, Y values, proving the given equation is quadratic or not by knowing the highest power, from the given statement deriving the required quadratic equation, etc are few topics covered in this chapter and also an ample set of problems are provided for better practice purposes.

Chapter-5  Arithmetic Progressions

This chapter is another interesting and simpler topic where the problems here are mostly based on a single formula and the rest are derivations of the original one. Beginning with a basic brief introduction, definitions of arithmetic progressions, nth term of an AP, the sum of first n terms of an AP are a few important and priority topics covered under this chapter. Apart from that, there are many problems and exercises followed with each topic for good understanding.

Chapter-6  Triangles

This chapter Triangle is an interesting and easy chapter and students often like this very much and a securing unit as well. Here beginning with the introduction to triangles followed by other topics like similar figures, the similarity of triangles, criteria for similarity of triangles, areas of similar triangles, Pythagoras theorem, along with a page summary for revision purposes are discussed in this chapter with examples and exercises for practice purposes.

Chapter-7  Coordinate Geometry

Here starting with a general introduction, distance formula, section formula, area of the triangle are a few topics covered in this chapter followed with examples and exercises for better and thorough practice purposes.

Chapter-8  Introduction to Trigonometry

As trigonometry is a very important and vast subject, this topic is divided into two parts where one chapter is Introduction to Trigonometry and another part is Applications of Trigonometry. This Introduction to Trigonometry chapter is started with a general introduction, trigonometric ratios, trigonometric ratios of some specific angles, trigonometric ratios of complementary angles, trigonometric identities, etc are a few important topics covered in this chapter.

Chapter-9  Applications of Trigonometry

This chapter is the continuation of the previous chapter, where the various modeled applications are discussed here with examples and exercises for better understanding. Topics like heights and distances are covered here and at the end, a summary is provided with all the important and frequently used formulas used in this chapter for solving the problems.

Chapter-10  Circle

Beginning with the introduction to circles, tangent to a circle, several tangents from a point on a circle are some of the important topics covered in this chapter. This chapter being practical, there are an ample number of problems and solved examples for better understanding and practice purposes.

Chapter-11  Constructions

This chapter has more practical problems than theory-based definitions. Beginning with a general introduction to constructions, tools used, etc, the topics like division of a line segment, construction of tangents to a circle, and followed with few solved examples that help in solving the exercises provided after each topic.

Chapter-12  Areas related to Circles

This chapter problem is exclusively formula based wherein topics like perimeter and area of a circle- A Review, areas of sector and segment of a circle, areas of combinations of plane figures, and a page summary is provided just as a revision of the topics and formulas covered in the entire chapter and also there are many exercises and solved examples for practice purposes.

Chapter-13  Surface Areas and Volumes

Starting with the introduction, the surface area of a combination of solids, the volume of a combination of solids, conversion of solid from one shape to another, frustum of a cone, etc are to name a few topics explained in detail provided with a set of examples for a better comprehension of the concepts.

Chapter-14  Statistics

In this chapter starting with an introduction, topics like mean of grouped data, mode of grouped data, a median of grouped, graphical representation of cumulative frequency distribution are explained in detail with exercises for practice purposes. This chapter being a simple and easy subject, securing the marks is not difficult for students.

Chapter-15  Probability

Probability is another simple and important chapter in examination point of view and as seeking knowledge purposes as well. Beginning with an introduction to probability, an important topic called A theoretical approach is explained here. Since this chapter is one of the smallest in the syllabus and problems are also quite easy, students often like this chapter

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Case Study Questions Class 10 Maths with Solutions PDF Download

 case study questions class 10 maths pdf, case study questions class 10 maths with solutions, case study questions class 10 maths cbse chapter wise pdf download, how to solve case-based question in maths.

• First of all, a student needs to read the complete passage thoroughly. Then start solving the question
• After reading the question try to understand from which topics the question is asked. and try to remember all the concepts of that topic.
• Sometimes the question is very tricky and you will find it very difficult to understand. In that case, Read the question and passage again and again.
• After solving the answer check your answer with the options given.
• Remember, write only answering your answer book

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CBSE 10th Standard Maths Subject Real Number Case Study Questions With Solution 2021

By QB365 on 21 May, 2021

QB365 Provides the updated CASE Study Questions for Class 10 Maths, and also provide the detail solution for each and every case study questions . Case study questions are latest updated question pattern from NCERT, QB365 will helps to get  more marks in Exams

QB365 - Question Bank Software

10th Standard CBSE

Final Semester - June 2015

Case Study Questions

Srikanth has made a project on real numbers, where he finely explained the applicability of exponential laws and divisibility conditions on real numbers. He also included some assessment questions at the end of his project as listed below. Answer them. (i) For what value of n, 4 n  ends in 0?

(ii) If a is a positive rational number and n is a positive integer greater than 1, then for what value of n, a n  is a rational number?

(iii) If x and yare two odd positive integers, then which of the following is true?

(iv) The statement 'One of every three consecutive positive integers is divisible by 3' is

(v) If n is any odd integer, then n2 - 1 is divisible by

Real numbers are extremely useful in everyday life. That is probably one of the main reasons we all learn how to count and add and subtract from a very young age. Real numbers help us to count and to measure out quantities of different items in various fields like retail, buying, catering, publishing etc. Every normal person uses real numbers in his daily life. After knowing the importance of real numbers, try and improve your knowledge about them by answering the following questions on real life based situations. (i) Three people go for a morning walk together from the same place. Their steps measure 80 cm, 85 cm, and 90 cm respectively. What is the minimum distance travelled when they meet at first time after starting the walk assuming that their walking speed is same?

(ii) In a school Independence Day parade, a group of 594 students need to march behind a band of 189 members. The two groups have to march in the same number of columns. What is the maximum number of columns in which they can march?

(iii) Two tankers contain 768litres and 420 litres of fuel respectively. Find the maximum capacity of the container which can measure the fuel of either tanker exactly.

(iv) The dimensions of a room are 8 m 25 cm, 6 m 75 crn and 4 m 50 cm. Find the length of the largest measuring rod which can measure the dimensions of room exactly.

(v) Pens are sold in pack of 8 and notepads are sold in pack of 12. Find the least number of pack of each type that one should buy so that there are equal number of pens and notepads

In a classroom activity on real numbers, the students have to pick a number card from a pile and frame question on it if it is not a rational number for the rest of the class. The number cards picked up by first 5 students and their questions on the numbers for the rest of the class are as shown below. Answer them. (i) Suraj picked up \(\sqrt{8}\) and his question was - Which of the following is true about \(\sqrt{8}\) ?

(ii) Shreya picked up 'BONUS' and her question was - Which of the following is not irrational?

(iii) Ananya picked up \(\sqrt{5}\)   -. \(\sqrt{10}\) and her question was - \(\sqrt{5}\)   -. \(\sqrt{10}\)  _________is number.

(iv) Suman picked up  \(\frac{1}{\sqrt{5}}\)  and her question was -  \(\frac{1}{\sqrt{5}}\)   is __________ number.

(v) Preethi picked up \(\sqrt{6}\) and her question was - Which of the following is not irrational?

Decimal form of rational numbers can be classified into two types. (i) Let x be a rational number whose decimal expansion terminates. Then x can be expressed in the form  \(\frac{p}{\sqrt{q}}\)  where p and q are co-prime and the prime faetorisation of q is of the form 2 n ·5 m , where n, mare non-negative integers and vice-versa. (ii) Let x =  \(\frac{p}{\sqrt{q}}\)   be a rational number, such that the prime faetorisation of q is not of the form 2 n  5 m , where n and m are non-negative integers. Then x has a non-terminating repeating decimal expansion. (i) Which of the following rational numbers have a terminating decimal expansion?

(ii) 23/(2 3 x 5 2 ) =

(iii) 441/(2 2 x 5 7  x 7 2 ) is a_________decimal.

(iv) For which of the following value(s) of p, 251/(2 3 x p 2 ) is a non-terminating recurring decimal?

(v) 241/(2 5 x 5 3 ) is a _________decimal.

HCF and LCM are widely used in number system especially in real numbers in finding relationship between different numbers and their general forms. Also, product of two positive integers is equal to the product of their HCF and LCM. Based on the above information answer the following questions. (i) If two positive integers x and yare expressible in terms of primes as x = p2q3 and y = p3 q, then which of the following is true?

(ii) A boy with collection of marbles realizes that if he makes a group of 5 or 6 marbles, there are always two marbles left, then which of the following is correct if the number of marbles is p?

(iii) Find the largest possible positive integer that will divide 398, 436 and 542 leaving remainder 7, 11, 15 respectively.

(iv) Find the least positive integer which on adding 1 is exactly divisible by 126 and 600.

(v) If A, Band C are three rational numbers such that 85C - 340A :::109, 425A + 85B = 146, then the sum of A, B and C is divisible by

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Cbse 10th standard maths subject real number case study questions with solution 2021 answer keys.

(i) (d) :  For a number to end in zero it must be divisible by 5, but 4 n = 22 n is never divisible by 5. So, 4 n never ends in zero for any value of n. (ii) (c) :  We know that product of two rational numbers is also a rational number. So, a 2 = a x a = rational number a 3 = a 2 x a = rational number a 4 = a 3 x a = rational number ................................................ ............................................... a n = a n-1  x a = rational number. (iii) (d): Let x = 2m + 1 and y = 2k + 1 Then x 2  + y 2  = (2m + 1) 2 + (2k + 1) 2 = 4m 2 + 4m + 1 + 4k 2 + 4k + 1 = 4(m 2 + k 2 + m + k) + 2 So, it is even but not divisible by 4. (iv) (a): Let three consecutive positive integers be n, n + 1 and n + 2. We know that when a number is divided by 3, the remainder obtained is either 0 or 1 or 2. So, n = 3p or 3p + lor 3p + 2, where p is some integer. If n = 3p, then n is divisible by 3. If n = 3p + 1, then n + 2 = 3p + 1 + 2 = 3p + 3 = 3(p + 1) is divisible by 3. If n = 3p + 2, then n + 1 = 3p + 2 + 1 = 3p + 3 = 3(p + 1) is divisible by 3. So, we can say that one of the numbers among n, n + 1 and n + 2 Wi always divisible by 3. (v) (d): Any odd number is of the form of (2k +1), where k is any integer. So, n 2 - 1 = (2k + 1)2 -1 = 4k 2 + 4k For k = 1, 4k 2 + 4k = 8, which is divisible by 8. Similarly, for k = 2, 4k 2  + 4k = 24, which is divisible by 8. And for k = 3, 4k 2  + 4k = 48, which is also divisible by 8. So, 4k 2 + 4k is divisible by 8 for all integers k, i.e., n 2 - 1 is divisible by 8 for all odd values of n.

(i) (b): Here 80 = 2 4  x 5, 85 = 17 x 5 and 90 = 2 x 3 2  x 5 L.C.M of 80, 85 and 90 = 2 4  x 3 x 3 x 5 x 17 = 12240 Hence, the minimum distance each should walk when they at first time is 12240 cm. (ii) (c): Here 594 = 2 x 3 3 x 11 and 189 = 3 3 x 7 HCF of 594 and 189 = 3 3 = 27 Hence, the maximum number of columns in which they can march is 27. (iii) (c) : Here 768 = 2 8 x 3 and 420 = 2 2 x 3 x 5 x 7 HCF of 768 and 420 = 2 2 x 3 = 12 So, the container which can measure fuel of either tanker exactly must be of 12litres. (iv) (b): Here, Length = 825 ern, Breadth = 675 cm and Height = 450 cm Also, 825 = 5 x 5 x 3 x 11 , 675 = 5 x 5 x 3 x 3 x 3 and 450 = 2 x 3 x 3 x 5 x 5 HCF = 5 x 5 x 3 = 75 Therefore, the length of the longest rod which can measure the three dimensions of the room exactly is 75cm. (v) (a): LCM of 8 and 12 is 24. \(\therefore \) The least number of pack of pens = 24/8 = 3 \(\therefore \) The least number of pack of note pads = 24/12 = 2

(i) (b): Here \(\sqrt{8}\) = 2 \(\sqrt{2}\) = product of rational and irrational numbers = irrational number (ii) (c): Here, \(\sqrt{9}\) = 3 So, 2 + 2 \(\sqrt{9}\) = 2 + 6 = 8 , which is not irrational. (iii) (b): Here. \(\sqrt{15}\) and \(\sqrt{10}\) are both irrational and difference of two irrational numbers is also irrational. (iv) (c): As \(\sqrt{5}\) is irrational, so its reciprocal is also irrational. (v) (d): We know that  \(\sqrt{6}\) is irrational. So, 15 + 3. \(\sqrt{6}\) is irrational. Similarly, \(\sqrt{24}\) - 9 = 2. \(\sqrt{6}\) - 9 is irrational. And 5 \(\sqrt{150}\) = 5 x 5. \(\sqrt{6}\) = 25 \(\sqrt{6}\) is irrational.

(i) (c): Here, the simplest form of given options are 125/441 = 5 3 /(3 2 x 7 2 ), 77/210 = 11/(2 x 3 x 5), 15/1600 = 3/(2 6 x 5) Out of all the given options, the denominator of option (c) alone has only 2 and 5 as factors. So, it is a terminating decimal. (ii) (b): 23/(2 3 x 5 2 ) = 23/200 = 0.115 (iii) (a): 441/(2 2 x 5 7  x 7 2 ) = 9/(2 2  x 5 7 ), which is a terminating decimal. (iv) (d): The fraction form of a non-terminating recurring decimal will have at least one prime number other than 2 and 5 as its factors in denominator. So, p can take either of 3, 7 or 15. (v) (a): Here denominator has only two prime factors i.e., 2 and 5 and hence it is a terminating decimal.

(i) (b): LCM of x and y = p 3 q 3 and HCF of x and y = p 2 q Also, LCM = pq 2 x HCF. (ii) (d): Number of marbles = 5m + 2 or 6n + 2. Thus, number of marbles, p = (multiple of 5 x 6) + 2 = 30k + 2 = 2(15k + 1) = which is an even number but not prime (iii) (d): Here, required numbers = HCF (398 - 7, 436 - 11,542 -15) = HCF (391,425,527) = 17 (iv) (b): LCMof126and600 = 2 x 3 x 21 x 100= 12600 The least positive integer which on adding 1 is exactly divisible by 126 and 600 = 12600 - 1 = 12599 (v) (a): Here 8SC - 340A = 109 and 425A + 85B = 146 On adding them, we get 85A + 85B + 85C = 255 ~ A + B + C = 3, which is divisible by 3.

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CBSE Class 10 Maths Sample Paper 2023-24

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CBSE Maths Sample Paper Class 10 with Solution

CBSE has formally released the CBSE Sample Paper Class 10 for all subjects in order to provide an overview of the actual exam pattern. Each paper's marking scheme and answer key are also available. The sample paper have been created in accordance with the revised syllabus. These maths sample paper class 10 are based on the most recent updated syllabus. CBSE Class 10 students would find the sample question papers to be a valuable resource. They must complete all of the CBSE sample paper and leave no question unanswered in their board exam preparation. That’s why it is advised to prepare for CBSE Class 10 Maths board examination , students must practice with class 10 maths sample paper 2023-24 .

We as Vedantu are providing maths sample paper class 10 with solutions so that students can analyse their common mistakes after giving the test and work on them. That is how Class 10 Maths Sample Paper with Solution helps you to improve marks in CBSE board exams . Along with this, Vedantu also provides a personalised teacher to help students in self-growth. Students will be able to face complex problems in the exam after completing these CBSE Class 10 Sample Paper. This will increase students' confidence and provide them with important practice. Vedantu is a platform that provides free CBSE Solutions and other study materials for students. You can also download NCERT Solution for Class 10 Science free PDFs on our website.

CBSE Sample Papers for Class 10 Maths

Introduction - CBSE Class 10 Maths Sample Paper 2023-24 With Solutions

CBSE Class 10 Maths Sample Paper with Solutions and previous year's papers are considered to be the most important source of practicing study material for the students. The consistency of practice and the quality of the study material play a very important role in getting good marks in the CBSE Board exams. It is recommended that after reading the NCERT books , students should emphasize the kind of questions that are asked in the actual exam. The latest CBSE Sample Papers for Class 10 Maths with Solutions and last year's papers with the solutions and the marking pattern are available for download to assist the students in every possible manner. There is a sufficient number of practice materials, NCERT Solutions as per the latest CBSE syllabus , for course reviews. The marking system provided in front of the question papers resonates with the marking scheme of the actual board exam.

Students should solve at least 10 board papers to get information on the various types of questions issued by CBSE. Board papers are the best revising material to prepare for the upcoming CBSE exams. Use Vedic Maths to empower your mind and sharpen your analytical skills. However, Vedantu has made a consistent effort to provide study materials, sample paper, notes, assignments, etc., but if there is any error or omission, Vedantu will remember and consider your suggestions and feedback.

CBSE Sample Papers for Class 10 Maths 2023-24 Exam PDF

At Vedantu, students can download the CBSE Class 10 Maths Sample Papers 2023-24 examinations. These papers are available in PDF format and are based on the reduced syllabus and latest exam pattern. From the academic session 2019-20, CBSE has introduced the two levels of Maths examination in Class 10 -  Maths Basic and Maths Standard.

Download PDFs from the following links for CBSE Class 10 Maths Sample Paper 2023-24 in the table given below.

Click on the links below to download the Maths Basic and Standard Class 10 sample paper 2022-23 released by the board as per the latest pattern.

Additionally, you have the option to download the marking scheme and answer PDF for term 2 in 2021-22 in a PDF format.

Previous Years CBSE Class 10 Maths Sample Paper With Solutions from (2020-2016)

Cbse class 10 maths weightage and internal assessment 2023:.

CBSE Class 10 Maths question paper involves 2 parts. These are Part A and Part B with internal choices. The table given below shows the CBSE Class 10 Maths marking scheme.

CBSE Class 10 Maths

Internal assessment cbse 10th maths.

Remember: Internal choice is provided for 2 questions of 2 marks, 2 questions of 3 marks, and 1 question of 5 marks.

The Importance of Solving CBSE Sample Paper for Class 10 Maths With Solutions

By solving the CBSE Sample Grade 10 Mathematical Papers, students will get an idea of ​​the test pattern, the types of questions asked and the weightage each part of the section of the question papers carries.

Resolving the CBSE Maths sample paper class 10 will be good practice for students.

These CBSE Maths Sample Paper cover all the important topics and questions that are repeated each year.

The CBSE Class 10 sample math question paper will help learners to analyze their performance. This will also help to manage time.

This will increase students' self-esteem.

After this much practice, students will have a better idea of ​​what to expect in the exams.

Why Should You Use Vedantu For Referring To CBSE Maths Sample Paper Class 10 With Solutions?

On the Vedantu website, you will receive 2000+ questions in all CBSE Class 10 courses to prepare for your board exams. These sample paper are available free of charge and can be downloaded in PDF format. Sample paper help you understand the test questions and be able to answer these questions comfortably during your final exams.

Vedantu provides you with solved exercises of all chapters in NCERT Maths Class 10 book . You will also find solved previous years’ question papers, sample questions, mock test papers, and solutions to important textbooks of Maths at all grade levels. Referring to these will not only help you to prepare well but also save time in searching for study materials elsewhere. Download the PDFs and kickstart your preparations.

Download CBSE Class 10 Sample Paper 2023-24 PDF

Also, check CBSE Class 10 sample paper for other Subjects:

Important Related Links for CBSE Class 10 Mathematics

The CBSE Class 10 Maths Sample Paper 2023-24, provided by Vedantu, serves as a valuable resource for students preparing for their exams. Both the standard and basic versions of the sample paper offer comprehensive coverage of the curriculum. The questions are thoughtfully crafted to assess students' understanding and application of mathematical concepts. With a user-friendly format, the sample paper facilitates effective practice and revision. Vedantu's commitment to quality education is evident in the paper's design, aligning with CBSE standards. This resource, encompassing both standard and basic maths, empowers students to excel in their Class 10 Maths examination by providing a well-rounded preparation experience.

FAQs on CBSE Class 10 Maths Sample Paper 2023-24

1. What is the Syllabus of the CBSE Class 10 Maths Sample Paper?

Sample Paper of Maths Class 10 syllabus comprises of 7 units namely, Number Systems, Coordinate Geometry, Algebra, Geometry, Mensuration, Trigonometry, Statistics, and Probability. Detailed topics covered are explained above. You can refer to the important topics section of this article to have a better understanding. The topics will be discussed properly in the article which enable the students to formulate their study schedules and plan everything. Timely studying and completion of the syllabus will give the first-mover advantage to the students.

2. Which Topics have been Excluded in CBSE Class 10 Mathematics Algebra?

Statement & simple problems on division algorithm for polynomials with real coefficients, Situational problems based on equations reducible to quadratic equations, Cross multiplication method, and Application in solving daily life problems based on the sum to n terms are the topics that are excluded from Algebra. The students must focus on the topics which are to be discussed and taken into consideration in the entire curriculum. Don’t ponder upon the chapters that are not coming, instead choose what’s in the syllabus and prepare thoroughly so that when someone asks you a question, you are ready with your answer in no time.

3. What is the Unit-Wise Weightage for CBSE Class 10 Mathematics?

Here’s the unit-wise weightage for Class 10th mathematics released by the CBSE board. Students should prepare as per the following table for their board examinations.  These marks segregation is very important as it tells the students weightage of every chapter in the syllabus. This will help them to score better marks as the students of class 10 will importance to each topic based on the marks reserved for it. For example, why spend 10 hours on number systems when know algebra has 20 marks reserved in the paper.

4. How is Sample Paper Class 10 Maths with Solutions Helpful for Students?

Sample Paper Class 10 Maths with Solution provided by Vedantu helps students to understand each solution in detail. The questions are answered in steps for a better understanding of the concepts. When a student of class 10 sits for the exam he or she will remember each question which he or she practiced in the sample papers. Sample papers are just replicas of the actual papers describing the pattern and marking scheme of the question paper for the students of class 10.

5. How to download the CBSE Sample Papers for Class 10 Maths with Solutions ?

We at Vedantu are here to cover it up for you, with perfect and guaranteed notes. You just have to visit the website online with an active internet connection and type out your requirements on the Vedantu website. You will then see a PDF download option as soon as the webpage opens up. After finding it, you can just download the CBSE Sample Papers for Class 10 Maths with Solutions directly from the website free of cost and easily downloadable.

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CBSE Class 10 Maths Case Study Questions for Chapter 4 Quadratic Equations (Published by CBSE)

Cbse class 10 maths case study questions for chapter 4 - quadratic equations are released by the board. solve all these questions to perform well in your cbse class 10 maths exam 2021-22..

Check here the case study questions for CBSE Class 10 Maths Chapter 4 - Quadratic Equations. The board has published these questions to help class 10 students to understand the new format of questions. All the questions are provided with answers. Students must practice all the case study questions to prepare well for their Maths exam 2021-2022.

Case Study Questions for Class 10 Maths Chapter 4 - Quadratic Equations

CASE STUDY 1:

Raj and Ajay are very close friends. Both the families decide to go to Ranikhet by their own cars. Raj’s car travels at a speed of x km/h while Ajay’s car travels 5 km/h faster than Raj’s car. Raj took 4 hours more than Ajay to complete the journey of 400 km.

1. What will be the distance covered by Ajay’s car in two hours?

 a) 2(x + 5)km

b) (x – 5)km

c) 2(x + 10)km

d) (2x + 5)km

Answer: a) 2(x + 5)km

2. Which of the following quadratic equation describe the speed of Raj’s car?

a) x 2 – 5x – 500 = 0

b) x 2 + 4x – 400 = 0

c) x 2 + 5x – 500 = 0

d) x 2 – 4x + 400 = 0

Answer: c) x 2 + 5x – 500 = 0

3. What is the speed of Raj’s car?

a) 20 km/hour

b) 15 km/hour

c) 25 km/hour

d) 10 km/hour

Answer: a) 20 km/hour

4. How much time took Ajay to travel 400 km?

Answer: d) 16 hour

CASE STUDY 2:

The speed of a motor boat is 20 km/hr. For covering the distance of 15 km the boat took 1 hour more for upstream than downstream.

1. Let speed of the stream be x km/hr. then speed of the motorboat in upstream will be

a) 20 km/hr

b) (20 + x) km/hr

c) (20 – x) km/hr

Answer: c) (20 – x)km/hr

2. What is the relation between speed ,distance and time?

a) speed = (distance )/time

b) distance = (speed )/time

c) time = speed x distance

d) speed = distance x time

Answer: b) distance = (speed )/time

3. Which is the correct quadratic equation for the speed of the current?

a) x 2 + 30x − 200 = 0

b) x 2 + 20x − 400 = 0

c) x 2 + 30x − 400 = 0

d) x 2 − 20x − 400 = 0

Answer: c) x 2 + 30x − 400 = 0

4. What is the speed of current ?

b) 10 km/hour

c) 15 km/hour

d) 25 km/hour

Answer: b) 10 km/hour

5. How much time boat took in downstream?

a) 90 minute

b) 15 minute

c) 30 minute

d) 45 minute

Answer: d) 45 minute

Also Check:

CBSE Case Study Questions for Class 10 Maths - All Chapters

Tips to Solve Case Study Based Questions Accurately

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Case Study Based Questions – Class 10 Maths

CBSE has recently added Case Study Based Questions or CSQ in Maths, Science and Social Science. You can visit this article to get to practice the official Sample Papers released by CBSE by clicking  over here . Also do join out telegram channel to get all the updates and to participate in Quiz by  clicking here.

What is Case Study Based Questions or CSQ?

Case Study Based or CSQ are typically questions in which the paragraph or passage is given and you simply have to answer them. This questions are not very tough to solve and are introduced so that you score better marks as schools and tuition are kept closed due to the COVID Pandemic. As a result, this had to be introduced. This is resulting to us, by having 34 MCQ which is really very good for scoring 100/100 in CBSE.

How to start preparing for CSQ’s?

To start preparing for CSQ you will need to learn all the chapters very thoroughly especially all the chapters of Geometry. CSQ from Maths can include a mixture of many chapters thus preparing all the concepts is must. They will surely be helpful. After completing all your syllabus you will need to practice a lot. So scroll below to find more than 15 Case study based question.

Is it Easy, Hard or Moderate?

This questions are very simple if practiced at least 20-25 questions than you can easily score lot of good marks or you can score full in Maths!! Practice all the questions below.

How much time to give to each CSQ?

You will be getting 4 Case Study Question’s each would be having 5 sub questions out of which you have to just do 4 questions. So find the shortest and most theoretical question as theoretical questions doesn’t required much solving and it will not even take 1 min to solve. Each question should not take more than 6 min, resulting to only 24 min for 16 questions which is enough. Solving as many CSQ helps in better understanding and reducing the time for each question.

Below are more than 15 examples of CSQ’s for Maths!

1st Case Study Based Question

Shankar is having a triangular open space in his plot. He divided the land into three parts by drawing boundaries PQ and RS which are parallel to BC. Other measurements are as shown in the figure.

• What is the area of this land? i) 120 m 2 ii) 60 m 2 iii) 20 m 2 iv) 30 m 2
• What is the length of PQ? i) 2.5 m ii) 5 m iii) 6 m iv) 8 m
• The length of RS is i) 5 m ii) 6 m iii) 8 m iv) 4 m
• Area of △APQ is i) 7.5 m 2 ii) 10 m 2 iii) 3.75 m 2 iv) 5 m 2
• What is the area of △ARS? i) 21.6 m 2 ii) 10 m 2 iii) 3.75 m 2 iv) 6 m 2

2nd Case Study Based Question

There is some fire incident in the house. The fireman is trying to enter the house from the window as the main door is locked. The window is 6 m above the ground. He places a ladder against the wall such that its foot is at a distance of 2.5 m from the wall and its top reaches the window.

• Here, be the ladder and be the wall with the window. i) CA, AB ii) AB, AC iii) AC, BC iv) AB, BC
• We will apply Pythagoras Theorem to find length of the ladder. It is: i) AB 2 = BC 2 – CA 2 ii) CA 2 = BC 2 + AB 2 iii) BC 2 = AB 2 + CA 2 iv) AB 2 = BC 2 + CA 2
• The length of the ladder is              . i) 4.5 m ii) 2.5 m iii)6.5 m iv) 5.5 m
• What would be the length of the ladder if it is placed 6 m away from the wall and the window is 8 m above the ground? i) 12 m ii) 10 m iii) 14 m iv) 8 m
• How far should the ladder be placed if the fireman gets a 9 m long ladder? i) 6.7 m (approx.) ii) 7.7 m (approx.) iii) 5.7 m (approx.) iv) 4.7 m (approx.)

3rd Case Study Based Question

In the school garden Ajay(A), Brijesh(B), Chinki(C) and Deepak(D) planted their flower plants of Rose, Sunflower, Champa and Jasmine respectively as shown in the following figure. A fifth student Eshan wanted to plant her flower in this area. The teacher instructed Eshan to plant his flower plant at a point E such that CE: EB = 3 : 2.

• Find the coordinates of point E where Eshan has to plant his flower plant. i) (5, 6) ii) (6, 5) iii) (5, 5) iv) (6, 7)
• Find the area of △ECD. i) 9.5 square unit ii) 11.5 square unit iii) 10.5 square unit iv)12.5 square unit
• Find the distance between the plants of Ajay and Deepak. i) 8.60 unit ii) 6.60 unit iii) 5.60 unit iv) 7.60 unit
• The distance between A and B is: i) 5.5 units ii) 7 units iii) 6 units iv) 5 units
• The distance between C and D is: i) 5.5 units ii) 7 units iii) 6 units iv) 5 units

4rth Case Study Based Questions

SUN ROOM The diagrams show the plans for a sun room. It will be built onto the wall of a house. The four walls of the sunroom are square clear glass panels. The roof is made using

• Four clear glass panels, trapezium in shape, all the same size.
• One tinted glass panel, half a regular octagon in shape

• Find the mid-point of the segment joining the points J (6, 17) and I (9, 16).[Refer to Top View] i) ( 33/2 , 15/2 ) ii) ( 3/2 , 1/2 ) iii) ( 15/2 , 33/2 ) iv) ( 1/2 , 3/2 )
• The distance of the point P from the y-axis is; [Refer to Top View] i) 4 ii) 15 iii) 19 iv) 25
• The distance between the points A and S is: [Refer to Front View] i) 4 ii) 8 iii) 16 iv) 20
• Find the coordinates of the point which divides the line segment joining the points A and B in the ratio 1:3 internally. [Refer to Front View] i) (8.5, 2.0) ii) (2.0, 9.5) iii) (3.0, 7.5) iv) (2.0, 8.5)
• If a point (x,y) is equidistant from the Q(9,8) and S(17,8), then [Refer to Front View] i) x + y = 13 ii) x – 13 = 0 iii) y – 13 = 0 iv) x – y = 13

5th Case Study based Question

Education with vocational training is helpful in making a student self-reliant and to help and serve the society. Keeping this in view, a teacher made the following table giving the frequency distribution of a student undergoing vocational training from the training institute.

• Median class of above data: i) 20 – 24 ii) 20.5 – 24.5 iii) 19.5 – 24.5 iv) 24.5 – 29.5
• Calculate the median. i) 24.06 ii) 30.07 iii) 24.77 iv) 42.07
• The empirical relationship between mean, median, mode: i) Mode = 3 Median + 2 Mean ii) Mode = 3 Median – 2 Mean iii) Mode = 3 Mean + 2 Median iv) 3 Mode = Median – 2 Mean
• If mode = 80 and mean = 110, then find the median. i) 200 ii) 500 iii) 190 iv) 100
• The mode is the: i) middlemost frequent value ii) least frequent value iii) maximum frequent value iv) none of these

6th Case Study Based Question

Two brothers Ramesh and Pulkit were at home and have to reach School. Ramesh went to Library first to return a book and then reaches School directly whereas Pulkit went to Skate Park first to meet his friend and then reaches School directly.

• How far is School from their Home? i) 5 m ii) 3 m iii) 2 m iv) 4 m
• What is the extra distance travelled by Ramesh in reaching his School? i) 4.48 metres ii) 6.48 metres iii) 7.48 metres iv) 8.48 metres
• What is the extra distance travelled by Pulkit in reaching his School? (All distances are measured in metres as straight lines) i) 6.33 metres ii) 7.33 metres iii) 5.33 metres iv) 4.33 metres
• The location of the library is: i) (-1, 3) ii) (1, 3) iii) (3, 1) iv) (3, -1)
• The location of the Home is: i) (4, 2) ii) (1, 3) iii) (4, 5) iv) (5,4)

7th Case Study Based Question

The Class X students of a secondary school in Krishinagar have been allotted a rectangular plot of land for their gardening activity. Sapling of Gulmohar is planted on the boundary of the plot at a distance of 1m from each other. There is a triangular grassy lawn inside the plot as shown in Fig. The students have to sow seeds of flowering plants on the remaining area of the plot.

• Considering A as the origin, what are the coordinates of A? i) (0, 1) ii) (1, 0) iii) (0, 0) iv (-1, -1)
• What are the coordinates of P? i) (4, 6) ii) ( 6, 4) iii) (4, 5) iv) (5, 4)
• What are the coordinates of R? i) (6, 5) ii) (5, 6) iii) ( 6, 0) iv) (7, 4)
• What are the coordinates of D? i) (16, 0) ii) (0, 0) iii) (0, 16) iv) (16, 1)
• What are the coordinates of P if D is taken as the origin? i) (12, 2) ii) (-12, 6) iii) (12, 3) iv) (6, 10)

8th Case Study Based Question

There exist a tower near the house of Shankar. The top of the tower AB is tied with steel wire and on the ground, it is tied with string support. One day Shankar tried to measure the longest of the wire AC using Pythagoras theorem.

• In the figure, the length of wire AC is: (take BC = 60 ft) i) 75 ft ii) 100 ft iii) 120 ft iv) 90 ft
• What is the area of △ABC? i) 2400 ft 2 ii) 4800 ft 2 iii) 6000 ft 2 iv) 3000 ft 2
• What is the length of the wire PC? i) 20 ft ii) 30 ft iii) 25 ft iv) 40 ft
• What is the length of the hypotenuse in △ABC? i) 100 ft ii) 80 ft iii) 60 ft iv) 120 ft
• What is the area of a △POC? 100 ft 2 150 ft 2 200 ft 2 250 ft 2

9th Case Study Based Question

• SCALE FACTOR AND SIMILARITY SCALE FACTOR: A scale drawing of an object is the same shape as the object but a different size. The scale of a drawing is a comparison of the length used on a drawing to the length it represents. The scale is written as a ratio. SIMILAR FIGURES: The ratio of two corresponding sides in similar figures is called the scale factor. Hence, two shapes are Similar when one can become the other after a resize, flip, slide, or turn.

• A model of a boat is made on a scale of 1:4. The model is 120cm long. The full size of the boat has a width of 60cm. What is the width of the scale model? i) 20 cm ii) 25 cm iii) 15 cm iv) 240 cm
• What will affect the similarity of any two polygons? i) They are flipped horizontally ii) They are dilated by a scale factor iii) They are translated down iv) They are not the mirror image of one another
• If two similar triangles have a scale factor of a: b. Which statement regarding the two triangles is true? i) The ratio of their perimeters is 3a: b ii) Their altitudes have a ratio a: b iii) Their medians have a ratio a/2:b iv)Their angle bisector have a ration a 2 :b 2
• The shadow of a stick 5m long is 2m. At the same time, the shadow of a tree 12.5m high is: i) 3m ii)3.5m iii)4.5m iv)5m
• Below you see a student’s mathematical model of a farmhouse roof with measurements. The attic floor, ABCD in the model, is a square. The beams that support the roof are the edges of a rectangular prism, EFGHKLMN. E is the middle of AT, F is the middle of BT, G is the middle of CT, and H is the middle of DT. All the edges of the pyramid in the model have a length of 12 m.

What is the length of EF, where EF is one of the horizontal edges of the block? i) 24m ii) 3m iii) 6m iv) 10m

10th Case Study Based Question

An Aeroplan leaves an Airport and flies due north at 300 km/h. At the same time, another Aeroplan leaves the same Airport and flies due west at 400 km/h.

• Distance travelled by the first Airplane in 1.5 hours i) 450 km ii) 300 km iii) 150 km iv) 600 km
• Distance travelled by the second Airplane in 1.5 hours i) 450 km ii) 300 km iii) 150 km iv) 600 km
• Which of the following line segment shows the distance between both the airplane? i) OA ii) AB iii) OB iv) WB
• Which airplane travelled a long distance and by how many km? i) Second, 150 km ii) Second, 250 km iii) First, 150 km iv) First, 250 km
• How far apart the two airplanes would be after 1.5 hours? i) 600 km ii) 750 km iii) 300 km iv) 150 km

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• CBSE Class 10 Sample Papers
• CBSE Class 10 Maths Sample Papers

CBSE Class 10 Maths Sample Paper Basic and Standard

CBSE Class 10 Maths Sample Paper is the best resource to prepare for your board exam. Our Maths experts have created these papers for students to prepare well for their exams and score more marks. CBSE Sample Papers for the Class 10 Maths 2023-24 exam are available on the official website. Along with the CBSE Sample Paper Class 10 , CBSE has provided the Maths paper’s Marking Scheme and Answer key.

From the academic session 2023-24, CBSE will conduct the two-level of Maths exam in Class 10, i.e. Maths Basic and Maths Standard. We have provided the CBSE Sample Papers for Class 10 Maths Basic and Maths Standard. Moreover, we have also compiled the solved and unsolved CBSE Maths Sample paper created by our experts for more practice for the students. Solving the CBSE Class 10 Maths Sample Paper 2023-24 for the exam will give more clarity to the students and help them prepare in an effective way.

CBSE Sample Papers for Class 10 Maths 2023-24 Exam PDF

Students can find the CBSE Sample Papers for 2023-24 Maths in the table given below.

Based on the syllabus and exam pattern of 2022-23, students can download the CBSE Sample Papers for Class 10 Maths examinations below.

Furthermore, they can also download the term 2 marking scheme and answer PDF 2022 in PDF format.

Students can also download the sample mock paper of Maths created by BYJU’S experts to boost their exam preparation.

Students can also practice the CBSE Class 10 Maths Previous Year Papers and become well-versed with the past years’ exam trends and questions asked in the exam.

Download CBSE Class 10 Maths Sample Paper 2021 PDF

Click on the link below for the Maths Class 10 Basic and Standard Sample papers 2021. There is one set of CBSE Maths Sample Papers provided by the board and one mock paper created by BYJU’S experts for students’ practice.

To practice papers for other subjects of Class 10, students must visit the CBSE Class 10 Sample Papers page at BYJU’S.

Official Previous Years’ CBSE Sample Papers for Class 10 Maths With Solutions – 2020, 2019, 2018, 2017, 2016

CBSE provides official CBSE Sample Papers for Class 10 Maths every year before board exams. Solving these sets of CBSE Sample Papers give students an idea of question paper pattern. So, here we have provided class 10 Maths sample papers and the answer sheet. Students can also find the CBSE Sample Paper 2020 Class 10 Maths for Basics and Standard papers. Students can also find the CBSE Sample Paper for Class 10 Maths pdf for other years as well.  The marking scheme and answers pdf will provide the answers along with step marking. Students can easily analyse their answer sheets by going through the solution pdf. Also, they get to know a better way of expressing their answers on the answer sheet during exams. Thus, they can improve their performance and increase their marks in the exam.

For the first time, the board designed two papers for Maths, i.e. Math Basics and Maths Standard, for the exam 2020. The CBSE Sample Paper 2020 Class 10 Maths Basic was created for those students who have opted for Basic Maths and Maths Standard paper for those who opted for a higher level of Mathematics in Class 10. Solving these papers will provide a better idea of the question paper format. It will also help students understand the difference between the difficulty level of Maths Basic and Maths Standard paper.

Scoring in Class 10 Mathematics subjects is not difficult if students have a strong grasp of the concepts. They can even score 100% marks in Mathematics subject of class 10 if they practise daily. Once students have solved all the NCERT Maths textbooks’ questions, they should start practising the sample papers. Solving the CBSE Sample Paper for Class 10 Maths will help them to understand the question paper pattern, marking scheme, time management, etc. These CBSE Class 10 Maths Sample Papers are designed by the team experts and are based on the latest syllabus. Also, previous year’s question papers for Class 10 are added to these sample papers to make students practise well.

Watch the below video for CBSE Class 10 Sample Paper Analysis 2021-2022 Term 2 and Term 1 Exam

Solved CBSE Sample Papers for Class 10 Maths Based on Previous Year Pattern

To score high marks in CBSE Class 10 Maths papers, students must practise different Mathematical problems. So, here we have provided 4 different sets of CBSE Sample Papers for Class 10 Maths along with solutions. Download these CBSE Sample Papers for Class 10 Maths and try to solve them in the allocated time duration. These papers also cover all the Important Questions for 10th Standard Maths .

CBSE Class 10 Maths Sample Papers for SA1 and SA2

We have also provided the CBSE Maths sample paper for the SA1 and SA2 exams. Click on the link below to access these CBSE Sample Papers for Class 10 Maths.

Importance of Solving CBSE Class 10 Maths Sample Papers

Below are a few benefits of solving the CBSE Sample Papers for Class 10 Maths:

• By solving Maths papers, students will get an idea of the exam pattern, the types of questions asked and the weightage of each section.
• Solving class 10 CBSE sample papers will be good practice for students.
• These Maths Sample Papers cover all the important topics and also the questions which are repeated every year.
• These papers will help the students to analyse their performance. This will also help with time management.
• CBSE Maths Sample Paper will boost the student’s confidence level.
• After this much practice, students will have a good idea about what to expect in exams.

Keep learning and stay tuned with BYJU’S for the latest CBSE/ICSE/State Board/Competitive Exams update. Also, download the BYJU’S App for interactive study videos.

Frequently Asked Questions on CBSE Class 10 Maths Sample Papers

Should we give importance to the marking scheme while solving the maths sample question paper.

Referring to the marking scheme and solutions is as important as solving the Sample QPs themselves. The pattern of how the marks are split for each and every answer should be familiarised before taking the Board exam.

Is Basic maths easier than Standard maths?

Basic-level and Standard level QPs are based on the same syllabus. However, Standard level maths questions involve the testing of higher mathematical abilities.

How does solving different types of Maths Sample QPs help score higher marks?

CBSE Class 10 different sets of Sample QP, which comprise all possible difficulty levels. Solving and getting used to these questions can help a student perform better on the Board exams.

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CBSE Class 10 Maths Sample Paper 2020-21

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Download the app to get CBSE Sample Papers 2023-24, NCERT Solutions (Revised), Most Important Questions, Previous Year Question Bank, Mock Tests, and Detailed Notes.

CBSE Class 10 Maths Sample Paper 2020-21 (Standard and Basic) has been released by CBSE, New Delhi. To get Solved Sample Papers, download myCBSEguide App today. This Model Question Paper has some very specific changes as compared to last year. These changes are:

• It is based on 30% reduced syllabus.
• The blueprint and marking scheme is totally different.
• Now you have MCQs based on case studies.
• Normal 1 marker MCQs are replaced with VSA type questions.
• Internal choice is increased a bit.
• There are overall 36 questions but the first 20 questions are very short answer type questions with objective answers.

What is the difference between Standard and Basic Maths?

This is the most common question asked by students and parents. The common reply is, Standard is for those who wish to continue with Maths in higher classes too and Basic is for those who are willing to continue without Maths in the next class. But, is there any difference in terms of difficulty level? Yes. There is a big difference. In Maths Basic around 75% of questions are easy (Knowledge & Understanding type) but there are only 50% such questions in Maths Standard. So, if you are planning to pursue your studies without Maths, you must go with Maths Basic.

Is Maths Standard Difficult?

Yes, if you compare with Maths Basic and No, if you compare with previous year papers. It means there is no change in difficulty level of Maths Standard but Maths Basic is based on knowledge and understanding of concept/formula. The application part is only 15% in Maths Basic. The same is around 25% in Maths Standard.

Class 10 Maths Sample Paper 2021

Here is CBSE Class 10 Maths Sample Paper 2020-21 based on the new revised syllabus. To get solutions and more Sample Papers download the myCBSEguide App Now.

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Question Bank, Mock Tests, Exam Papers, NCERT Solutions, Sample Papers, Notes

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Tamil Nadu 10th Mathematics Paper Analysis 2024: Exam Review, Student Feedback and Expert View

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TN SSLC Maths Exam 2024:  The Tamil Nadu Board successfully conducted the Class 10 Mathematics Exam on April 1, 2024. The exam was held between 10.15 a.m. and 1:15 p.m. in offline (pen and paper) mode. In this article, we have provided a detailed Tamil Nadu Board Class 10 Mathematics exam analysis. Here, you will get to know the students' feedback and expert reviews on the difficulty level of the exam. Additionally, you will get an idea of the exam pattern and nature of the questions involved in today’s TN board class 10 Mathematics Exam 2024. We have also shared the mathematics question paper PDF link in the article. 

TN SSLC Mathematics Paper 2024: Key Highlights

Tamil nadu board class 10 mathematics paper review 2024.

Tamil Nadu Board Class 10 Mathematics Exam 2024 is reviewed moderate on the difficulty level. The question paper pattern was on the line of the official Tamil Nadu Board sample paper.

Note: The exam analysis provided here is completely based on the feedback and reviews shared by students and teachers. Exam analysis  should be read as a subjective assessment because individual viewpoints may differ. 

Type of Questions Asked in Tamil Nadu Board Class 10 Mathematics Exam 2024

• The Tamil Nadu Class 10 Mathematics Exam 2024 was for 100 marks. Students were given 3 hours to complete the paper.
• The TN SSLC Mathematics paper was divided into four parts. 

Tamil Nadu Board Class 10 Mathematics Paper Analysis 2024: Students' Reactions

• Students found the TN Board 10th Mathematics paper moderate and manageable. 
• MCQs were comparatively easy.
• Short-answer type questions were direct and scoring. 
• Long-answer type questions were difficult and comparatively more time-consuming.

Tamil Nadu Board Class 10 Mathematics Paper Analysis 2024: Experts' Review

• Subject experts reviewed the Tamil Nadu Board Class 10 Mathematics Paper 2024 and found it moderate in difficulty level.
• According to experts, the questions were from the prescribed syllabus of mathematics. 
• MCQs and short-answer type questions were easy.
• Long-answer type questions were comparatively difficult and more time-consuming. 
• As per experts, students who covered the syllabus and practiced sample questions well before appearing for the exam will be able to score good marks in this paper. 

Tamil Nadu Board Class 10 Mathematics Question Paper 2024

View and download the Tamil Nadu Board Class 10 Mathematics question paper 2024 by using the link given below: 

Also Read:   Tamil Nadu Board Date Sheet 2024: TN Board Class 10th Exam Schedule