Download Class 8 Mathematics Practice Worksheets
Access comprehensive chapter-wise worksheets for Chapter 14 Factorisation using the CBSE Class 8 Mathematics Factorisation Worksheet Set 01. Designed to align with the 2026-27 academic syllabus for Class 8 Mathematics, these printable practice sets help students reinforce key concepts and improve their overall exam readiness.
Access Chapter 14 Factorisation Practice Papers and Solutions
Access the complete worksheet PDF for Class 8 Mathematics below. Regular practice with these targeted academic tasks builds familiarity with standard question patterns and helps secure higher marks in final school examinations.
Question. Express y2 – 9y + 20 as product of two expressions.
Answer : (y – 4) (y – 5)
Question. Simplify [102 – 18 × 10 + 81]
Answer : 1
Question. Find the remainder in the following : (x4 – a4) (x2 + a2).
Answer : 0
Question. Find two numbers A and B so that A + B = 12 and AB = 27.
Answer : A = 9, B = 3.
Question. (x + 1)2 – (x – 1)2 = _________.
Answer : 4x
Question. Find Quotient if
Dividend = x2, Divisor = x – 3, Remainder = 9.
Answer : x + 3
Question. Factorise x2 + 12x + 35
Answer : (x + 5) (x + 7)
Question. Factorize : x2 + 4x – 21.
Answer : (x + 7) (x – 3)
Question. Complete it (a3 + b3) (a3 – b3) = _________ .
Answer : a6 – b6
Question. Factorize : 4x2 – 12xy + 9y2.
Answer : (2x – 3y)2
Question. The sum and product of two numbers is same and both equal to 4. Find the numbers
Answer : 2, 2
Question. Factorize : 3x2 – 10x + 8.
Answer : (x – 2) (3x – 4)
Question. Find the value of 81x2 + 36xy + 4y2 if x = 1/9, y = -1/2
Answer : 0
Question. Find x if x (y - z) = (4y2 - 4x2) / (x + 4)
Answer : 4
Question. Find two numbers m and n so that
m + n = 19
mn = 70
Answer : m = 14, n = 5.
Question. Find y if, (2x + 7) (2x – 7) + y = 4x2
Answer : y = 49
Question. Find two numbers so that their product is 56 and difference is 10.
Answer : 14, 4
Question. x2 – x – 12 = (x – 4) × __________.
Answer : x + 3
Question. Factorize 6x3 – 4x2.
Answer : 2x2(3x – 2)
Question. Divide 100 abc (3a – 12) (6b – 36) by 9(a – 4) (b – 6).
Answer : 200abc
Question. Give the two factors of x2 + 6x + 5.
Answer : (x + 1) (x + 5)
Question. Factorize : 6xy – 2y + 3 – 9x.
Answer : (3x – 1) (2y – 3)
Please refer to the link below for CBSE Class 8 Mathematics Worksheet - Factorisation
Free study material for Mathematics
Free CBSE Practice Worksheets: Class 8 Mathematics Chapter 14 Factorisation
Download Chapter Worksheets: Class 8 Mathematics
Explore reliable practice questions for Chapter 14 Factorisation tailored for Class 8 Mathematics learners. Use these structured worksheets to evaluate exam preparedness and strengthen problem-solving skills throughout the 2026 academic session.
Concept Clarification for Chapter 14 Factorisation
Each worksheet draws directly from authorized standard textbooks to maintain academic accuracy. Evaluating your finished exercises against expert-verified solutions helps master the formal presentation standards expected in school evaluations.
Effective Revision Strategies for School Exams
Follow up your worksheet practice by attempting the interactive online MCQ tests for Chapter 14 Factorisation to evaluate your execution speed. All printable assignments and revision sheets on our platform are updated for the 2026 session and available free of charge.
FAQs
You can download the latest chapter-wise printable worksheets for Class 8 Mathematics Chapter 14 Factorisation for free from StudiesToday.com. These have been made as per the latest CBSE curriculum for this academic year.
Yes, Class 8 Mathematics worksheets for Chapter 14 Factorisation focus on activity-based learning and also competency-style questions. This helps students to apply theoretical knowledge to practical scenarios.
Yes, we have provided solved worksheets for Class 8 Mathematics Chapter 14 Factorisation to help students verify their answers instantly.
Yes, our Class 8 Mathematics test sheets are mobile-friendly PDFs and can be printed by teachers for classroom.
For Chapter 14 Factorisation, regular practice with our worksheets will improve question-handling speed and help students understand all technical terms and diagrams.