Class 10 Math Exercise 2.6 – Remainder Theorem (Solved PDF)
📘 What is the Remainder Theorem?
In Exercise 2.6, students will learn how to apply the Remainder Theorem to find the remainder when a polynomial is divided by a linear divisor like (x – a). This exercise strengthens the connection between substitution and polynomial division.
📌 Remainder Theorem Statement:
If a polynomial f(x) is divided by (x – a), then the remainder is f(a).
📝 Solved Concepts in This PDF:
- Using substitution method to find remainder
- Verification using division method (optional)
- Application in checking factors
- Simple, exam-style solutions
💡 Tips for Quick Learning:
- Always write f(a) correctly for substitution
- Don't forget signs during simplification
- Practice multiple values of a for clarity
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🔗 Related Posts
🔁 Previous: Exercise 2.5 – Advanced Identities
🔁 Previous: Exercise 2.4 – Polynomial Identities
➡️ Next: Chapter 2 – Miscellaneous Exercise
📚 All Exercises: Download Full Class 10 Math Notes (PDF)
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