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CBSE Class 6 Algebra Worksheets
CBSE Class 6 Algebra worksheets are carefully crafted to align with the CBSE syllabus, providing students with a solid foundation in algebra from an early stage in their mathematical education. These worksheets are designed by subject matter experts (SMEs) at Infinity Learn to meet the specific requirements of the CBSE curriculum, ensuring that they cover key algebraic concepts outlined in the NCERT textbooks. By incorporating a variety of question types, such as solving algebraic expressions, word problems, and related exercises, these class 6 maths worksheets help students develop a thorough understanding of algebra in accordance with CBSE standards.
Algebra Definition
Algebra is a branch of mathematics that uses symbols, such as letters and numbers, to represent quantities and relationships, and it involves solving equations and inequalities to find unknown values.
Algebra Examples
Solving Linear Equations:
Example 1: Solve for x in the equation 2x+3=9.
Solution: Subtract 3 from both sides to isolate 2x:2x=9−3=6.
Divide both sides by 2 to solve for x: x=62=3
So, the solution is x=3
Algebra For Class 6 Worksheet 1
Solve for x: 2x + 5 = 17
- x = 6
- x = 8
- x = 7
- x = 9
Ans. x = 6
If 3y – 7 = 20, find the value of y.
- y = 9
- y = 9.5
- y = 9.7
- y = 9.3
Ans. y = 9
Solve the equation: 4a – 9 = 27
- a = 9
- a = 10
- a = 11
- a = 12
Ans. a = 9
If b + 8 = 15, find the value of b.
- b = 5
- b = 7
- b = 6
- b = 9
Ans. b = 7
Solve for x: 3(x + 4) = 21
- x = 3
- x = 5
- x = 6
- x = 7
Ans. x = 3
If 2y – 6 = 10, find the value of y.
- y = 8
- y = 7
- y = 9
- y = 6
Ans. y = 8
Solve the equation: 5p – 12 = 33
- p = 9
- p = 10
- p = 11
- p = 12
Ans. p = 9
If 2q + 7 = 25, find the value of q.
- q = 9
- q = 10
- q = 8
- q = 7
Ans. q = 9
Solve for x: 2(x – 3) = 10
- x = 8
- x = 7
- x = 9
- x = 10
Ans. x = 8
If 4r + 5 = 29, find the value of r.
- r = 6
- r = 5
- r = 7
- r = 8
Ans. r = 6
- Chapter 1 Knowing Our Numbers
- Chapter 2 Whole Numbers
- Chapter 3 Playing With Numbers
- Chapter 4 Basic Geometrical Ideas
- Chapter 5 Understanding Elementary Shapes
- 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
Algebra For Class 6 Worksheet 2
Solve for x: 3x – 7 = 20
- x = 9
- x = 9.5
- x = 9.7
- x = 9.3
Ans. x = 9
If 2y + 5 = 17, find the value of y.
- y = 6
- y = 8
- y = 7
- y = 9
Ans. y = 6
Solve the equation: 5a – 8 = 27
- a = 7
- a = 9
- a = 10
- a = 11
Ans. a = 7
If b – 3 = 15, find the value of b.
- b = 17
- b = 18
- b = 19
- b = 20
Ans. b = 18
Solve for x: 4(x + 3) = 32
- x = 5
- x = 6
- x = 7
- x = 8
Ans. x = 5
If 3y – 6 = 15, find the value of y.
- y = 7
- y = 8
- y = 9
- y = 10
Ans. y = 7
Solve the equation: 2p – 5 = 21
- p = 13
- p = 14
- p = 15
- p = 16
Ans. p = 13
If 3q + 8 = 32, find the value of q.
- q = 7
- q = 8
- q = 9
- q = 10
Ans. q = 8
Solve for x: 3(x – 4) = 21
- x = 7
- x = 8
- x = 9
- x = 10
Ans. x = 9
If 5r + 3 = 28, find the value of r.
- r = 5
- r = 6
- r = 7
- r = 8
Ans. r = 5
Algebra For Class 6 Worksheet 3
Solve for x: 2x + 9 = 25
- x = 8
- x = 7
- x = 6
- x = 5
Ans. x = 8
If 4y – 7 = 25, find the value of y.
- y = 8
- y = 9
- y = 10
- y = 11
Ans. y = 8
Solve the equation: 3a – 6 = 21
- a = 9
- a = 10
- a = 11
- a = 12
Ans. a = 9
If b + 5 = 18, find the value of b.
- b = 13
- b = 14
- b = 15
- b = 16
Ans. b = 13
Solve for x: 5(x + 2) = 35
- x = 5
- x = 6
- x = 7
- x = 8
Ans. x = 5
If 2y – 4 = 16, find the value of y.
- y = 10
- y = 11
- y = 12
- y = 13
Ans. y = 10
Solve the equation: 4p – 7 = 25
- p = 8
- p = 9
- p = 10
- p = 11
- Ans. p = 8
If 3q + 6 = 30, find the value of q.
- q = 8
- q = 9
- q = 10
- q = 11
Ans. q = 8
Solve for x: 2(x – 5) = 20
- x = 10
- x = 11
- x = 12
- x = 13
Ans. x = 15
If 6r + 2 = 38, find the value of r.
- r = 6
- r = 7
- r = 8
- r = 9
Ans. r = 6
Algebra For Class 6 Worksheet PDF
Worksheets for Class 6 Maths Chapter 11 Algebra are readily accessible in PDF format, allowing students to download and practice them regularly for improved performance. These worksheets are meticulously crafted by experts in accordance with the NCERT curriculum and CBSE Syllabus for Class 6 students. By utilising these worksheets in PDF format, students can grasp various techniques and effectively write their answers.
Additionally, students can benefit from our notes and preparation tips, enabling them to solve mathematical problems swiftly and achieve high scores in their final exams.
Download Algebra For Class 6 Worksheet PDFs from the links below.
- Algebra For Class 6 Worksheet 1
- Algebra For Class 6 Worksheet 2
- Algebra For Class 6 Worksheet 3
- Algebra For Class 6 Worksheet 4
- Algebra For Class 6 Worksheet 5
Benefits of Class 6 Algebra Worksheets
Algebra is an essential branch of mathematics that teaches problem-solving skills and critical thinking abilities. Here are some benefits of using algebra worksheets for class 6 students:
- Foundation for Higher Math: Algebra lays the groundwork for more advanced mathematical concepts, such as calculus, trigonometry, and linear algebra. Starting early with algebraic thinking can make these future topics more accessible.
- Logical Thinking: Algebra encourages students to think logically and sequentially. Solving algebraic equations requires students to follow a series of steps in a systematic manner, fostering logical thinking skills.
- Problem-Solving Skills: Algebraic problem-solving involves breaking down complex problems into smaller, more manageable parts. By practising algebraic equations on worksheets, students develop problem-solving skills that are applicable across various disciplines.
- Abstract Reasoning: Algebra introduces students to abstract concepts, such as variables and expressions, which can be challenging at first but help develop abstract reasoning abilities over time.
- Real-World Applications: Algebra is used in various real-world scenarios, such as budgeting, understanding patterns, and solving everyday problems. Algebra worksheets often include word problems that relate to real-life situations, helping students see the practical applications of what they’re learning.
Other Resources for Class 6 | |
Worksheet for Class 6 All subjects | CBSE Notes Class 6 |
NCERT Books for Class 6 | Online Tuition for Class 6 |
FAQs on Algebra For Class 6 Worksheets
What topics are covered in the Integers Class 6 Worksheet?
The Integers Class 6 Worksheet covers various topics related to integers, including addition, subtraction, multiplication, division, absolute value, ordering integers, and solving word problems involving integers.
How can students access the solutions for the Integers Class 6 Worksheet?
Students can access the solutions for the Integers Class 6 Worksheet by referring to the step-by-step solutions provided along with the worksheet. These solutions are designed to help students understand the concepts and methods used to solve each problem.
Are there additional resources available to supplement the learning of Integers for Class 6 students?
Yes, there are additional resources available to supplement the learning of Integers for Class 6 students. They can access Class 6 notes, review the theory of the chapter, solve problems in their textbook, refer to the Maths Formula section, and even take online tests to assess their understanding of integers
What do we learn from chapter integers?
In the chapter on integers, we learn about the set of whole numbers that include positive numbers, negative numbers, and zero. The chapter covers the basic concepts of integers, their representation on the number line, and the properties of addition, subtraction, multiplication, and division of integers. We also learn about the rules for adding, subtracting, multiplying, and dividing integers, along with the concepts of absolute value and opposite integers.
How many types of integers are there?
There are three types of integers: Positive Integers: These are the integers greater than zero (e.g., 1, 2, 3, ...). Negative Integers: These are the integers less than zero (e.g., -1, -2, -3, ...). Zero: Zero is neither positive nor negative and is considered a neutral integer.