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Case Study Questions for Class 6 Maths

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Table of Contents

Here in this article, we are providing case study questions for class 6 maths.

Maths Class 6 Chapter List

Latest chapter list (2023-24).

Chapter 1 Knowing Our Numbers Case Study Questions Chapter 2 Whole Numbers Case Study Questions Chapter 3 Playing with Numbers Case Study Questions Chapter 4 Basic Geometrical Ideas Case Study Questions Chapter 5 Understanding Elementary Shape Case Study Questions Chapter 6 Integers Case Study Questions Chapter 7 Fractions Case Study Questions Chapter 8 Decimals Case Study Questions Chapter 9 Data Handling Case Study Questions Chapter 10 Mensuration Case Study Questions Chapter 11 Algebra Case Study Questions Chapter 12 Ratio and Proportion Case Study Questions

Old Chapter List

Chapter 1 Knowing Our Numbers Chapter 2 Whole Numbers Chapter 3 Playing with Numbers Chapter 4 Basic Geometrical Ideas Chapter 5 Understanding Elementary Shape Chapter 6 Integers Chapter 7 Fractions Chapter 8 Decimals Chapter 9 Data Handling Chapter 10 Mensuration Chapter 11 Algebra Chapter 12 Ratio and Proportion Chapter 13 Symmetry Chapter 14 Practical Geometry

Deleted Chapter:

Tips for Answering Case Study Questions for Class 6 Maths in Exam

1. Comprehensive Reading for Context: Prioritize a thorough understanding of the provided case study. Absorb the contextual details and data meticulously to establish a strong foundation for your solution.

2. Relevance Identification: Pinpoint pertinent mathematical concepts applicable to the case study. By doing so, you can streamline your thinking process and apply appropriate methods with precision.

3. Deconstruction of the Problem: Break down the complex problem into manageable components or steps. This approach enhances clarity and facilitates organized problem-solving.

4. Highlighting Key Data: Emphasize critical information and data supplied within the case study. This practice aids quick referencing during the problem-solving process.

5. Application of Formulas: Leverage pertinent mathematical formulas, theorems, and principles to solve the case study. Accuracy in formula selection and unit usage is paramount.

6. Transparent Workflow Display: Document your solution with transparency, showcasing intermediate calculations and steps taken. This not only helps track progress but also offers insight into your analytical process.

7. Variable Labeling and Definition: For introduced variables or unknowns, offer clear labels and definitions. This eliminates ambiguity and reinforces a structured solution approach.

8. Step Explanation: Accompany each step with an explanatory note. This reinforces your grasp of concepts and demonstrates effective application.

9. Realistic Application: When the case study pertains to real-world scenarios, infuse practical reasoning and logic into your solution. This ensures alignment with real-life implications.

10. Thorough Answer Review: Post-solving, meticulously review your answer for accuracy and coherence. Assess its compatibility with the case study’s context.

11. Solution Recap: Before submission, revisit your solution to guarantee comprehensive coverage of the problem and a well-organized response.

12. Previous Case Study Practice: Boost your confidence by practicing with past case study questions from exams or textbooks. This familiarity enhances your readiness for the question format.

13. Efficient Time Management: Strategically allocate time for each case study question based on its complexity and the overall exam duration.

14. Maintain Composure and Confidence: Approach questions with poise and self-assurance. Your preparation equips you to conquer the challenges presented.

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CBSE 6th Standard CBSE all question papers, important notes , study materials , Previuous Year questions, Syllabus and exam patterns. Free 6th Standard CBSE all books and syllabus online. Practice Online test for free in QB365 Study Material. Important keywords, Case Study Questions and Solutions. Updates about latest education news and Scholorships in one place.

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CBSE Case Study Questions for Class 6 – 10, 12 for Maths, Science, SST

Cbse case study questions for maths, science, social science.

CBSE Case Study Questions:   Case Study Questions for all Class 1, 2, 4, 5, 6, 7, 8, 9,10, 11 and 12 by Experienced Teachers. We Net Ex. Arranged here Important Case Based Questions for CBSE Board – Maths, Science, Social Science, English.

One must keep in mind to not discover the answers straight forwardly within the given entry but moreover think effectively to determine the answer. Case based questions are either MCQs or Attestation Reason Questions, so for endeavoring such questions you must take after the run the show of end. Case studies capture a range of perspectives, as opposed to the single view of an individual you get with a survey response or interview. This gives the opportunity to gain a greater understanding of the subject in hand and reduces the potential for any bias, by diluting the agenda of a particular individual.

• Case Study Questions Class 6 Science
• Case Study Questions Class 7 Science
• Case Study Questions Class 8 Science
• Class 8 Social Science Case Study Question
• Case Study Question for Class 10 Basic Maths
• Case Study Question for Class 10 Maths Standard
• Case Study Question for Class 10 Science
• Case Study Question for Class 10 Social Science
• Case Study Question for Class 10 Computer
• Class 11 Biology Case Study Question
• Class 11 Physics Case Study Question
• Class 11 Chemistry Case Study Question
• CBSE Class 12 Mathematics Case study Questions & Answers
• CBSE Class 12 Physics Case study Questions & Answers
• CBSE Class 12 History Case study Questions & Answers
• CBSE Class 12 Economics Case study Questions & Answers
• CBSE Class 12 Chemistry Case study Questions & Answers
• CBSE Class 12 Computer Science Case study Questions & Answers
• Case Study Question for Class 12 Biology
• Class 12 Physics Case Study Question

Due to a little test, the case ponder can conduct an in-depth investigation. – Case ponders make openings for a wealthy surrender of information, and the profundity of investigation can in turn bring tall levels of legitimacy (i.e. giving an exact and comprehensive degree of what the think about is trusting to degree).

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• CBSE Class 6

CBSE Class 6 Maths

Mathematics plays an important role in human life. It helps in day-to-day situations and develops problem-solving abilities. Due to the advancement in Mathematics, the invention of the computer and various electronic gadgets has been made possible, which has made our lives much easier. With an aim to inculcate mathematical skills in students of Class 6, this subject has been primarily added to the curriculum. Also, it provides a strong foundation for students who want to build their careers in the mathematical field.

Here students will find complete study material for CBSE Class 6 Maths subject that will help them in preparing effectively for the exam. Right from the basics to a higher level, students will be fully prepared for the exam. They will not only remember the method of solving the problems but also get to know how the problem is solved. It will also provide students with a lot of opportunities to create, formulate questions and solve the problems by themselves. By doing so, the conceptual understanding of Mathematics will get developed in the minds of students.

CBSE Class 6 Maths Syllabus

Before starting studies, it’s always recommended that students meticulously go through the syllabus. It helps in planning the studies and keeping track of what topics have been completed. The CBSE Class 6 Maths syllabus provides students with a brief of topics and sub-topics which are to be covered in the entire academic year. Also, the number of hours required to complete a unit of mathematics in the classroom is mentioned. Referring to the Maths syllabus of class 6, students can create a study plan which will help them in scoring good marks in SA1, SA2 and annual exams.

CBSE Class 6 Maths Textbook

After knowing the syllabus, the next concern that comes into students’ minds is where to study from. The best book for Class 6 students is NCERT Class 6 Maths textbook. This book is recommended by the CBSE and is strictly as per the CBSE Class 6 Maths syllabus. The book contains a total of 14 chapters, and each chapter has some exercises. Students must solve all the problems in the Maths book to excel in the exam.

CBSE Class 6 Maths NCERT Solutions

Maths is a subject which requires practice. Just merely memorizing the formulas will not help. To get a grasp of the Class 6 Maths concepts, students must solve the textbook questions. Firstly they should understand the theory part and then solve the exercise questions based on it. In case they get stuck somewhere, then they can refer to the NCERT Solution of Class 6 Maths. These solutions are provided by experts in an easier form. Questions are solved in steps so students don’t lose any marks during the exam as marks are awarded for steps.

CBSE Class 6 Maths Sample Paper

Solving class 6 Maths sample papers will provide an idea to students on what types of questions are asked in the exam. Practising different sets of sample papers will help them in assessing their exam preparation. They get to know their strong and weak points. Also, they can analyse if they would be able to finish the entire paper on time or not. Accordingly, they can work to improve their overall performance for the Maths exam.

CBSE Class 6 Maths Notes

Students must build a habit of making notes while studying. In class 6 Maths subject, there are important formulas related to each chapter. Through making notes, students compile all those important formulas in one place. Before exams, students can easily revise through Maths notes. It will save time, and students will also recall all the concepts.

CBSE Class 6 Maths Question Paper

Solving class 6 Maths question papers gives a good boost to the students before the exam. Question papers provide enough practice for the students and give them the confidence to face the exam boldly. Students become familiar with the exam pattern and marking scheme of the paper. Based on it, they can plan their strategy for attempting the Maths paper, such as which section to attempt first and how much time to devote to each section of the paper.

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• Important Questions for CBSE Class 6 Maths Chapter 6 - Integers

CBSE Class 6 Maths Important Questions Chapter 6 - Integers - Free PDF Download

Important Questions for Class 6 Chapter 6 - Integers deals with the basic concepts of Integers and the questions given in the segment created by Vedantu will help students prepare for final exams. Students can practice these questions to score good marks. Chapter 6 of Class 6 Maths deals with the number system. Children will also learn addition, subtraction, multiplication and division of positive and negative integers. Students can refer to CBSE Solutions Important Questions for Class 6 Maths to get a hold of important questions that they can expect in exams. You can download the PDF version of important questions for Class 6 Maths Chapter 6 from Vedantu’s website anytime on any device and refer to them at your pace. You can also reach out to the teachers on the panel by enrolling with us.  You can also register Online for NCERT Class 6 Science tuition on Vedantu.com to score more marks in CBSE board examination .  

Download CBSE Class 6 Maths Important Questions 2024-25 PDF

Also, check CBSE Class 6 Maths Important Questions for other chapters:

Study Important Questions for Class 6 Maths Chapter 6 Integers

1 Mark Questions

1. Integers are denoted using the alphabet ___?

Ans: Integers are denoted using the alphabet Z.

2. $-9$__$5$. Fill in the blanks.

Ans: $-9<5$ 

3. Compare \[-\mathbf{815}\] and \[-\mathbf{814}\].

Ans: $-815<-814$

4. Say true or false. The absolute value of an integer is always greater than the integer.

Ans: True 

5. The predecessor of\[~\mathbf{219}\] is \[\mathbf{218}\]. Say true or false.

Ans: Predecessor of a number is the one that comes before the number.

\[\begin{align} & \text{Predecessor of a number} \\  & =\text{Number}1 \\  & =\left( -219 \right)1 \\  & =220. \\  \end{align}\]

Hence the statement is false.

6. ___ is called the Additive identity.

Ans: 0 is called the additive identity. This is because addition of zero to any number bears the same number.

7. \[-\mathbf{3}\] is the ___ of \[\mathbf{3}\].

Ans: $-3$ is the additive inverse of $3$. This is because on adding the numbers, we get zero, i.e., $\left( -3 \right)+3=0$.

8. \[\_\_\_\div \mathbf{483}=\mathbf{0}\]

9. \[-\mathbf{843}\div \_\_\_=\mathbf{1}\]

2 Marks Questions

1. Write opposite of each of the following:

(a) A decrease of 9

(b) Spending Rs.500

Ans: (a) An increase of $9$.

(b) Saving Rs.$500$.

2. Indicate using ‘$+$‘ or ‘$-$‘ sign

(a) 10km before sea level

(b) loss of Rs.900

Ans: (a) $-10$km

(b)$-$Rs.$900$

3. Write in ascending order: \[\mathbf{365}\], \[\mathbf{515}\], \[\mathbf{102}\], \[\mathbf{413}\], \[\mathbf{7}\].

Ans: $-515$, $-365$, $7$, $102$, $413$.

4. Write in descending order: \[\mathbf{21}\], \[\mathbf{501}\], \[\mathbf{2}\], \[\mathbf{16}\], \[\mathbf{81}\], \[\mathbf{363}\].

Ans: $21$, $-2$, $-16$, $-81$, $-363$, $-501$.

5. Find the value of the following:

(a)$-\left| -4 \right|$

(b)$\left| 7-4 \right|$

(c)$8-\left| 7 \right|$

Ans: (a)$-\left| -4 \right|=-4$

(b)$\left| 7-4 \right|=\left| 3 \right|=3$

(c)$8-\left| 7 \right|=8-7=1$

6. Add \[-\mathbf{82}\] and \[+\mathbf{45}\].

Ans: Adding $-82$ and $45$,

$\begin{align} & -82 \\  & +\underline{45} \\  & -37 \\  \end{align}$

Hence, the answer is $-37$.

7. Add \[-\mathbf{9568}\] and \[-\mathbf{695}\].

Ans: Adding $-9568$ and $-695$,

\[\begin{align} & -\text{ }9568 \\  & -\underline{\text{   }695} \\  & -10263 \\ \end{align}\]

Hence, the answer is $-10,263$.

8. Add 

(a) \[-\mathbf{19}+\mathbf{36}\]

(b) \[-\mathbf{49}+\mathbf{27}\]

Ans: (a) Adding $-19$ and $36$,

$\begin{align} & -19 \\  & +\underline{36} \\  & \text{  17} \\  \end{align}$

Hence, the answer is $17$.

(b) Adding $-49$ and $27$,

$\begin{align} & -49 \\ & +\underline{27} \\  & -22 \\  \end{align}$

Hence, the answer is $-22$.

9. \[\left( -14+6 \right)\] ___$\left( -38-\left( -9 \right) \right)$ . Use >, <, =

Ans: Solving both sides, we get

$\left( -14+6 \right)$__$\left( -38-\left( -9 \right) \right)$

$-8>-29$ 

3 Marks Questions

1. Mark the following on the number line:

(a) \[\mathbf{4}\]

(b) \[\mathbf{0}\]

(c) \[\mathbf{10}\] 

(d) \[\mathbf{6}\]

2. Write all integers between

(a) \[\mathbf{4}\] and \[\mathbf{4}\]

(b) \[\mathbf{8}\] and \[\mathbf{3}\]

Ans: (a) $-3$,$-2$, $-1$, $0$, $1$, $2$. $3$

(b) $-7$, $-6$, $-5$, $-4$

3. Subtract the following:

(a) \[-\mathbf{842}\] from \[\mathbf{0}\]

(b) \[-\mathbf{2959}\] from \[\mathbf{8158}\]

Ans: (a) Subtracting $-842$ from $0$,

$\begin{align} & 0-\left( -842 \right) \\  & =0+842 \\  & =842 \\  \end{align}$

Hence, the answer is $842$.

(b) Subtracting $-2959$ from $8158$,

$\begin{align} & 8158-\left( -2959 \right) \\  & =8158+2959 \\  & =11117 \\ \end{align}$

Hence, the answer is $11,117$.

4. The sum of two integers is – 38. If one of them is 240. Find the other.

Ans: We know that, $\text{addend+addend=sum}$

From given,

$\begin{align} & 240+X=-38 \\  & X=-38-240 \\  & X=-278 \\  \end{align}$

Hence, the other number is $-278$.

5. Find the product of \[\left( -27 \right)\times 18\times 30\].

Ans: The product of \[\left( -27 \right)\times 18\times 30\] is

\[\begin{align} & \left( -27 \right)\times 30\times 18 \\  & =-810\times 18 \\  & =-14580 \\  \end{align}\]

Hence, the answer is \[-14,580\].

6. Simplify: $\left( -37 \right)\times \left( -16 \right)+\left( -37 \right)\times \left( -14 \right)$.

Ans: $\left( -37 \right)\times \left( -16 \right)+\left( -37 \right)\times \left( -14 \right)$…(1)

We know that by distributive property,

$a\times b+a\times c=a\times \left( b+c \right)$

Hence, by (1),

$a=-37$, $b=-16$, $c=-14$

$\begin{align} & \left( -37 \right)\left[ \left( -16 \right)+\left( -14 \right) \right] \\  & =\left( -37 \right)\left[ -30 \right] \\  & =-1110 \\ \end{align}$

The answer after simplification is $-1110$.

7. Divide \[\left( +\mathbf{3251} \right)\] by \[\left( -\mathbf{27} \right)\].

Ans: We know that, 

$\frac{\left( +3251 \right)}{\left( -27 \right)}=-\left( \frac{3251}{27} \right)$

By long division, we get,

Hence, we get,

$\begin{align} & \text{Quotient=-120} \\  & \text{Remainder=11} \\  \end{align}$

4 Marks Questions

1. Using number line, write the following

(a) \[\mathbf{4}\] more than \[\mathbf{6}\]

(b) \[\mathbf{5}\] more than \[\mathbf{2}\]

(c) \[\mathbf{6}\] less than \[\mathbf{4}\]

(d) \[\mathbf{3}\] less than \[\mathbf{2}\]

Ans: (a) $4\text{ more than 6}=6+4=10$

(b) \[\text{5 more than -2}=5+\left( -2 \right)=5-2=3\]

(c) $6\text{ less than 4=4-6=-2}$

(d)$3\text{ less than }-2=\left( -2 \right)-3=-2-3=-5$

2. A bus travelled 30km to south, then 40km to north and from 30km to west. How for did the bus travel?

Distance travelled south = \[-30\]km

Distance travelled North = \[40\]km

Distance travelled West = $-30$km

Hence, Total distance travelled 

\[\begin{array}{*{35}{l}} =\left( -30 \right)+40+\left( 30 \right)  \\ \begin{align} & =60+40 \\  & =-20 \\  \end{align}  \\ \end{array}\]

Thus, the total distance travelled is $20$km towards the south.

5 Marks Questions

1. In a class test containing \[\mathbf{25}\] questions, \[\mathbf{4}\] marks are given for every correct answer and \[\left( \mathbf{2} \right)\] marks are given for every wrong answer. A student attempts all questions and \[\mathbf{20}\] of his answers are correct. What is the total score of a student?

Ans: Total questions in test \[=25\]

Marks are given for 1 correct answer \[=4\]

Marks are given for 1 incorrect answer \[=2\]

Marks given for 20 correct answers \[=20\times 4=80\]

Total incorrect answers \[=\left( 2520 \right)=5\]

Marks given for incorrect answers \[=5\times \left( 2 \right)=10\]

Total score in test 

\[\begin{align} & =80+\left( 10 \right) \\  & =70 \\  \end{align}\]

Hence, the total score in the test is $70$ marks.

CBSE Class 6 Maths Important Questions Chapter 6 - Free PDF Download

Let’s Revise

Integers is a set of all natural numbers, 0 and negatives of natural numbers are called integers, i.e., we can represent the integers on the number line. 

Integers range from { ………, -5, -4, -3, -2, -1, 0, 1, 2, 3, 4, 5, …….. }

The absolute value of an integer is the numerical value of the integer in any case regardless of its sign.

Successors and predecessor of an integer: Let abe an integer, then: 

(a + 1) is called the successor of a.

(a - 1) is called the predecessor of a.

Properties of addition of integers:

(i) Closure property of addition: The total of two integers is always an integer.

(ii) Commutative law of addition: a + b = b + a

(iii) Associative law of addition: the sum remains the same even if the grouping of addends change.

Properties of subtraction of integers: 

(i) If two integers a and b are given then (a - b) is also an integer.

(ii) If a is considered an integer, then a - 0 = a.

(iii) if a, b, c are integers and a＞b, then (a - c)＞(b - c)

Properties of multiplication of integers:

(i) Closure property: The result of two integers is always an integer after multiplication.

(ii) Commutative law: a x b = b x a.

(iii) Associative law: a x (b x c) = (a x b) x c.

(iv) Distributive law: a x (b + c) = a x b + a x c.

Properties of division of integers:

(i) If two integers are a and b, then a ÷ b is not necessarily an integer.

(ii) If a ≠ 0, then a ÷ a = 1 

(iii) a ÷ 1 = a.

(iv) If a is a non-zero integer, then 0 ÷ a = 0, but  a ÷ 0 is not meaningful.

(v) (a ÷ b) ÷ c ≠ a ÷ (b ÷ c) unless c = 1.

Representation of Integers on Number line: To represent integers on a number line, draw a line and mark some points at equal distances on it. Mark a point as 0 on it. Points to the right of 0 are positive integers and are marked as +1, +2, +3, etc. or simply 1, 2, 3, etc. Points to the left of are negative integers and are marked as -1, -2, -3, etc. 

Ordering of Integers: On the number line, integers are grouped in such a way that when we move to the right the numbers increase and when we move to the left, the numbers decrease.

We add the corresponding positive integers and retain the negative sign with the sum when adding two negative integers, Ex: Find the sum of -3 and -3. 

-3 + (-3) = - (3+ 3) = -6.

To add a positive integer and a negative integer, we ignore the signs and subtract integers with smaller numerical value from the integer with a larger numerical value and take the sign of the larger one. 

Ex: (a) Consider -6 and + 4

As 6 -4 = 2, therefore -6 + (+4) = -2

(b) Consider + 5 and -2

5 + (-2) = 5 - 2 = 3

Two integers whose sum is 0 are called additive inverse of each other. 

In order to subtract an integer from a given integer, we add an additive opposite of the integer to the given integer.

Ex: (a) Subtract 3 from -4

The additive inverse of 3 is -3

So, -4, -3 = -4 + (-3) = (4 + 3) = -7

(b) -2 from -4

The additive inverse of -3 is 3

So, -4 - (-2) = -4 + 2 = -2

Addition/ Subtraction of Integers on Number line: Firstly draw the number line and represent the first number on it. Then to add/ subtract the second number in first, we move left/ right to the first number according to the second integer (either -ve or +ve)

Chapter 6 Integers for Class 6 teaches the concepts of Integers that you have learnt the basics of in your previous grade. The chapter Integers is the foundation of mathematics. Revising the chapter of Integers along with important questions will help you with other topics in mathematics. The important questions are prepared based on the topics that are discussed in this chapter. The reference notes for the chapter given above will benefit you in solving the Important Questions Of Chapter 6 of Maths for Class 6 Integers . The important questions of the chapter and the reference notes related to the chapter provided by Vedantu will not only help you to understand the concept better but also solve the questions successfully. If you still have any doubts then you can get answers to all your queries by reaching out to our experienced teachers. You can register on www.vedantu.com and master the topic. 

Why Should You Opt for Vedantu?

Vedantu is one of the foremost eLearning education forums of the country, where our team has worked very hard to create an awesome technology platform that enables learning in a very interactive and engaging manner. It is an online tutoring platform that connects teachers and students. Vedantu focuses on the quality of teachers because we believe a teacher can shape up the overall personality of a child. So our main priority is having good, qualified and experienced teachers on board. With the help of new technology, Vedantu has brought a revolution in all the traditional methods of teachings. Our experienced teachers have designed the courses with the latest technology called WAVE in which the teachers can teach while writing on the whiteboard. This will give a feeling of offline classes to the students. 

Students can avail abundant solutions and study materials affiliated to all the Boards of the country. These solutions for each subject, notes and study materials not only give you enough practice for the exams but also magnify your confidence and strengthen your conceptual understanding of the subject. You can also learn the shortcuts and tricks to solve the difficult questions from our master teachers. Our subject matter experts have done extensive research and have developed the NCERT Solution for all subjects. 

The solutions to the exercises in the course books are 100% verified and developed as per the latest edition CBSE textbooks. The online sessions are designed with in-class quizzes which enables master teachers to get real-time feedback on students' understanding. To prepare for advanced exams like IIT-JEE , KVPY and NEET examinations , you can count on Vedantu’s experienced teachers who are from some reputed institutions of the country. The USP of Vedantu is the live interactive sessions and innumerable students have been benefited from the courses that Vedantu provides. Take the right decision today to register with Vedantu and shape your career through us. 

Important Related Links for CBSE Class 6 Maths 

Vedantu's provision of important questions for CBSE Class 6 Maths Chapter 6 - "Integers" is a crucial aid for young learners. These questions are thoughtfully designed to help students navigate the world of integers with ease. They encourage critical thinking, problem-solving skills, and a deeper understanding of numerical concepts. Vedantu's commitment to quality education is evident, as these important questions empower students to excel in their mathematics studies. By practising these questions, students can build a robust foundation in integer mathematics, fostering confidence and competence in mathematical reasoning. These questions are a valuable resource for both exam preparation and lifelong mathematical learning.

FAQs on Important Questions for CBSE Class 6 Maths Chapter 6 - Integers

1. What is integer in maths for class 6?

Integers, which do not include decimal or fractional numbers, are a collection of whole numbers and their negatives. Positive and negative integers are the two different sorts of integers. Positive integers are all positive values, whereas negative integers are all negative numbers. In short, any number—aside from decimal or fractional numbers—can be referred to as an integer.

2. How can I prepare Chapter 6 integers for my exam?

You should practice as many questions as possible. You can seek help in your doubts online from Vedantu.com . You should solve as many questions as you can. Moreover, you can find many questions for practice on Vedantu. Vedantu provides you many Important questions for CBSE to boost your exam preparations as well.

3. Can I download important questions for CBSE board of Chapter 6 Integers for class 6?

Yes, definitely you can download the important questions for CBSE class 6 and not only questions but all the necessary notes and study material needed for the preparation of your chapter from Vedantu.com which is one of the finest and student friendly

4. What is the role of zero?

In mathematics, zero serves two very different purposes. It extends the theory of numbers from the natural numbers to integers and acts as a placeholder for writing numbers. It has a "1," the first counting symbol, as well as a "0," thus indicating that the number is ten times larger than a plain "1."

5. Which is the best platform to study the Integers chapter for class 6 for CBSE board?

The best platform to study about Integers would be Vedantu where you can have access across the best lectures on whatever topic you need to study. You will be provided with worksheets, notes, Important questions that are going to help you strengthen your concepts and will make you secure good marks. 

6. Do these questions come with answers and explanations?

Depending on the source, these questions may or may not come with answers and explanations. It's essential to attempt the questions first and then refer to your textbook or teacher for explanations if needed.

7. Can I find these questions in a downloadable format?

Yes, many educational websites offer downloadable PDFs of important questions for various subjects and chapters. You may check Vedantu or other educational platforms for downloadable versions.

8. How can I best utilise these important questions for exam preparation?

Use these questions as part of your study plan. Attempt them regularly, time yourself, and simulate exam conditions to build confidence and improve your performance in the actual exams.

Chapter wise Important Questions for CBSE Class 6 Maths

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CBSE Class 6 Maths Sample Paper 2023-24 PDF Free Download (Latest)

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Practicing Maths questions is important before appearing in the CBSE Class 6 Maths exam. Therefore, here at Selfstudys we provide the CBSE Class 6 Maths Sample Paper which is prepared by our subject matter experts.

The experts have gone through the CBSE Class 6 Maths Syllabus and previous year question papers to understand the exam pattern and marking scheme to prepare the CBSE Class 6 Maths Sample Paper.

By solving these class 6 sample papers, a student can develop a better grip on various types of Maths questions that are often asked in the annual examination. Links for CBSE class 6 Maths sample papers free download are given on this page.

CBSE Class 6 Maths Sample Paper with Solution

Since, CBSE Class 6 students do self-study during their final exam preparation, they need study material that can help them to easily prepare for the Maths exam. The CBSE Class 6 Maths Sample Paper with Solution is one of the best study resources that allow them to get the answers of each question in a simple and easy to understand manner.

The solutions of class 6 Maths sample papers are also prepared by our experts so that learners can easily understand how to answer a particular question from the exam point of view.

Set-Wise CBSE Class 6 Maths Sample Paper PDF

No matter how many times you solve Class 6 Maths questions, it will only be effective if you solve different types of questions from the same Maths syllabus. Keeping in mind the CBSE Class 6 Syllabus , our subject experts have developed Set-Wise CBSE Class 6 Maths Sample Paper PDF which is absolutely free of cost to download.

CBSE Class 6 Maths Sample Paper Term-I 2021 Set - 1

CBSE Class 6 Maths Sample Paper Term-I 2021 Set - 2

CBSE Class 6 Maths Sample Paper s Term-I 2021 Set - 3

CBSE Class 6 Maths Sample Paper Term-I 2021 Set - 4

CBSE Class 6 Maths Sample Paper Term-I 2021 Set - 5

CBSE Class 6 Maths Sample Paper Term-II 2021 Set - 1

CBSE Class 6 Maths Sample Paper Term-II 2021 Set - 2

Referring to these downloaded CBSE Class 6 Maths sample papers PDF, a student can revise their studied topics, they can practice a lot of Maths questions that will help them to build confidence and perform better in the annual examination.

How to Download CBSE Class 6 Maths Sample Papers For Free?

Go through the CBSE class 6 Maths sample papers free download steps below, to know how to get access to the sample question papers for better revision and exam preparation. These download process are super simple and in a few seconds, student can access their free CBSE class 6 Maths sample papers in PDF file format:-

• Open Selfstudys website

• Click on CBSE from the navigation button
• Once the popup will open click on Sample papers
• A new page will open where you need to click on the class “6”
• Now in the new page, a list of sample papers will open where you have to click on Maths

Why Someone Should Use CBSE Class 6 Maths Sample Paper?

All the CBSE Class 6 students should use CBSE Class 6 Maths Sample papers so that they can be thorough with the final exam question papers. Apart from that, referring to the CBSE Class 6 Maths Sample Papers, students get to know about the important topics, marks distribution and a set of easy to difficult questions. Therefore, referring to the CBSE sample question paper for class 6 Maths is advised.

Use CBSE Class 6 Maths Sample Paper To Know Everything About Annual Question Papers Before Appearing in the exam

Annual exam preparation isn’t an easy task to do. Students are full of confusion about the types of questions, the numbers awarded for each question and the exam time duration. In that case, CBSE Class 6 Maths Sample Paper is beneficial as it helps them to reveal the question’s types, exam duration, and even level of difficulty. 

With the help of CBSE sample paper 2023-24 class 6 Maths, students can easily be prepared for the annual Question Papers before appearing in the exam. Links to download them are given on this website for free of cost.

Benefits of Practicing CBSE Class 6 Maths Sample Paper

There are a bunch of benefits of practicing CBSE Class 6 Maths Sample Paper. A few advantages are listed below:

• A thorough revision

Free CBSE class 6 Maths sample papers are the best way to give a thorough revision to all the topics and subtopics that are covered in CBSE Class 6 Maths. 

• Assist in practicing easy and tough questions

Whether you have covered your Class 6 Maths syllabus or not, the questions in the final exam will be asked as per the syllabus. Therefore, it is important to practice all kinds of questions, including easy and tough ones. The CBSE class 6 Maths sample question paper can help students to solve those questions before appearing in the actual exam.

• Time estimations for actual Class 6 Maths Question Papers

Practicing the CBSE class 6 Maths final exam sample papers not only helps in being thorough with the whole syllabus and difficulty level of questions, but it helps in estimating the time required to solve the entire Maths question papers.

Study Tips For Final Exam Using CBSE Class 6 Maths Sample Paper With Solution

The class 6 annual exam preparation shouldn’t be tough by following the below given study tips:-

• Solve the Maths question papers PDF without any additional support and then use CBSE Class 6 Maths Sample Paper With Solution to cross check the answers.
• In CBSE Class 6 Maths Sample Paper With Solution, the answers are written by subject matter experts who have years of experience so, refer to them to learn the methodology of answering questions.
• Whether it is CBSE class 6 Maths half yearly sample papers or final exam question papers, referring to it assists in understanding the time requirements for answering the questions in the actual exam. So, don’t forget to include Class 6 sample papers in your preparation to have a better exam preparation. It has also a benefit, that learners can be through with the most repeated or important questions.

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Important Questions for Class 6 Maths Whole Numbers

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Important Questions for Class 6 Maths Whole Numbers. myCBSEguide has just released Chapter Wise Question Answers for class 6 Maths. There chapter wise Practice Questions with complete solutions are available for download in  myCBSEguide   website and mobile app. These Extra Questions with solution are prepared by our team of expert teachers who are teaching grade in CBSE schools for years. There are around 4-5 set of solved Mathematics Extra questions from each and every chapter. The students will not miss any concept in these Chapter wise question that are specially designed to tackle Exam. We have taken care of every single concept given in  CBSE Class 6 Mathematics   syllabus  and questions are framed as per the latest marking scheme and blue print issued by CBSE for Class 6.

CBSE Class 6 Maths Extra Questions

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Extra Questions of Class 6 Chapter 2 Mathematics

Ch-2 Whole Numbers

• What is the successor of 2001? (a)  2003  (b)  2001 (c)  2002 (d) 2000
• None of these
• Which is the smallest whole number? (a)  0  (b)  2  (c)  1 (d)   None of these
• 120 {tex}\times{/tex} 8 + 3 = 963
• 123 {tex}\times{/tex} 8 + 3 = 987
• 1234 {tex}\times{/tex} 8 + 4 = 9876

Match the following

Fill up the following:

• Division by _____ is not defined.
• A number remains unchanged when added to ______.
• A number remains unchanged when multiplied to ______.
• 13 × 100 × ________ = 1300000

State true or false:

• All natural numbers are whole numbers.
• All whole numbers are natural numbers.
• The predecessor of a two digit number is never a single digit number.
• 1 is the smallest whole number.
• How many whole numbers are there between 32 and 53?
• Are all whole numbers also natural numbers?
• Complete pattern 1 1 = 1 11 11 = 121 111 111 = _______ 1111 1111 = 1234321

Write the next three consecutive whole numbers of the following numbers:

• A taxi driver filled his car petrol tank with 40 litres of petrol on Monday. The next day, he filled the tank with 50 litres of petrol. If the petrol costs Rs.44 per litre, how much did he spend in all on petrol?

Find the product by suitable rearrangement:

• 8 × 391 × 125
• 2 × 1234 × 50
• If you’re on a diet and have a breakfast consisting of 150 calories, a lunch consisting of 350 calories, and a dinner consisting of 1000 calories, then find the sum of the calories consumed that day.
• 2002 Explanation: successor of 2001 is 2002 as
• 1 Explanation: 1 is a natural number has no predecessor as 1 -1 =0 which is not a natural number
• 0 Explanation: smallest whole number is zero as whole number is a collecion od zero and all natural numbers. and all natural numbers are gretare than zero.
• 123 {tex}\times{/tex}   8 + 3 = 987 Explanation: 1 {tex}\times{/tex} 8 + 1 = 9 12 {tex}\times{/tex} 8 + 2 = 98 123 {tex}\times{/tex} 8 + 3 = 987 As the digit of the 1st number incresing gradually like 1, 12, 123 and the last digit of equation is also increasing like 1, 2, 3 so next pattern will be 123 {tex}\times{/tex} 8 + 3 = 987 And the sum is also in decreasing order like 9 ,98 , 987 So the next pattern is 123 {tex}\times{/tex} 8 + 3 = 987
• > Explanation: 460 _ _>_ 406 as 
• False, every whole number except 0 is a natural number.
• False, the predecessor of 10 is 9.
• There are 20 whole numbers between 32 and 53. These are 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51 and 52.
• No, all whole numbers are not natural numbers. (0 is a whole number but not a natural number.)
• The next three consecutive whole numbers of 39359 are: 39360, 39361, 39362
• The next three consecutive whole numbers of 8632157 are: 8632158, 8632159, 8632160
• Petrol filled on Monday = 40 litres. Petrol filled the next day = 50 litres. ∴ Total petrol filled on the two days = 40 litres + 50 litres = 90 litres. ∴ Cost of petrol per litre = Rs.44 ∴ Cost of 90 litres petrol = Rs.44 × 90 = Rs.3960.
• 8 × 391 × 125 = 391× (125 × 8) = 391 × 1000 = 391,000
• 2 × 1234 × 50 =1234 × (2 × 50) = 1234 × 100 = 123,400
• Breakfast consisting of 150 calories. Lunch consisting of 350 calories. Dinner consisting of 1000 calories. The sum of the calories consumed that day is 150 + 350 + 1000 = 1500 calories.

Chapter Wise Extra Questions for Class 6 Mathematics

• Knowing our Numbers
• Whole Numbers
• Playing with Numbers
• Basic Geometrical Ideas
• Understanding Elementary Shapes
• Data handling
• Mensuration
• Ratio and Proportion
• Practical Geometry

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