📚 Class 8 Mathematics
NCERT Complete Chapter-wise Practice
Welcome! This page contains all 7 chapters of Class 8 NCERT Mathematics.
Each chapter includes Book Questions + Extra Practice Questions with step-by-step solutions.
Each chapter includes Book Questions + Extra Practice Questions with step-by-step solutions.
CHAPTER 1
Squares and Cubes
Perfect squares, square roots, perfect cubes, cube roots, prime factorization method, patterns in squares and cubes.
📖 10 Book Qs
⭐ 30 Extra Qs
🎯 40 Total
Start Practice →
CHAPTER 2
Exponents and Powers
Laws of exponents, negative exponents, scientific notation, powers of 10, exponential form of numbers.
📖 25 Book Qs
⭐ 30 Extra Qs
🎯 55 Total
Start Practice →
CHAPTER 3
Number Systems
Roman numerals, Egyptian system, Mesopotamian (Babylonian) base-60, Mayan system, Chinese rod numerals, Hindu number system, place value, zero.
📖 23 Book Qs
⭐ 30 Extra Qs
🎯 53 Total
Start Practice →
CHAPTER 4
Quadrilaterals
Rectangles, squares, parallelograms, rhombuses, kites, trapeziums, properties of diagonals, angle sum property.
📖 25 Book Qs
⭐ 30 Extra Qs
🎯 55 Total
Start Practice →
CHAPTER 5
Number Play
Divisibility rules (3,9,11), remainders, digital roots, cryptarithms, always/sometimes/never statements.
📖 27 Book Qs
⭐ 30 Extra Qs
🎯 57 Total
Start Practice →
CHAPTER 6
Algebraic Expressions
Distributive property, (a+b)², (a-b)², (a+b)(a-b), expanding expressions, like terms, identities.
📖 30 Book Qs
⭐ 30 Extra Qs
🎯 60 Total
Start Practice →
CHAPTER 7
Ratio and Proportion
Ratios in simplest form, checking proportionality, Rule of Three, sharing quantities in ratios, unit conversions.
📖 30 Book Qs
⭐ 30 Extra Qs
🎯 60 Total
Start Practice →
📌 How to Use This Page
- Click on any chapter card above to open that chapter's complete practice set.
- Each chapter has Book Questions (from NCERT) and Extra Practice Questions.
- For each question: Type your answer → Click "Check Answer" → If wrong, the step-by-step solution appears.
- All answers are case-insensitive. Numbers, fractions, and expressions are accepted.
- No score tracking – learn at your own pace without pressure!
💡 Quick Tips
- Chapter 1: Perfect squares end with 0,1,4,5,6,9 | Use prime factorization for roots
- Chapter 2: aᵐ × aⁿ = aᵐ⁺ⁿ | a⁻ⁿ = 1/aⁿ | a⁰ = 1
- Chapter 3: Roman: I=1, V=5, X=10, L=50, C=100, D=500, M=1000
- Chapter 4: Sum of angles in quadrilateral = 360° | Opposite sides of parallelogram are equal
- Chapter 5: Digital root = remainder when divided by 9 (except 9 itself)
- Chapter 6: (a+b)² = a²+2ab+b² | (a-b)² = a²-2ab+b² | (a+b)(a-b)=a²-b²
- Chapter 7: a:b :: c:d means ad = bc | To divide x in ratio m:n → parts = m/(m+n)×x and n/(m+n)×x
0 Comments