Class 10 Math Exercise 2.3 – Factor Theorem & Factorization (PDF)
π Overview of Factor Theorem
Exercise 2.3 focuses on Factor Theorem and how to apply it for polynomial factorization. This exercise is a key part of Chapter 2 – Polynomials in Class 10 Mathematics. Students learn how to determine whether a linear expression is a factor of a polynomial using substitution.
π What You Will Learn:
- How to use Factor Theorem (If f(a) = 0, then (x – a) is a factor)
- Verifying factors of polynomials using substitution
- Complete factorization of quadratic and cubic polynomials
- Applying remainder = 0 concept
π‘ Helpful Tips:
- Use substitution method for quick checks
- After factor verification, use long division or splitting method
- Always cross-check by multiplying factors
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This post is StudyPool Certified and Verified by M Usman (MSc Physics). All solutions follow board pattern and are simplified for weak students and self-learners.
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π Related Posts
π Previous: Exercise 2.2 – Polynomial Division
➡️ Next: Exercise 2.4 – Constructing Polynomials from Zeros
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