Remainder Theorem | ශේෂ ප්රමේය - Comprehensive Study Pack
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Remainder Theorem - Tutorial (English Medium)
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Remainder Theorem - Tutorial (Sinhala Medium)
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Remainder Theorem - Tutorial (A/L Questions)
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Spot Test 08 - Remainder Theorem (English Medium)
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Spot Test 08 - Remainder Theorem (Sinhala Medium)
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Spot Test 09 - Remainder Theorem (English Medium)
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Spot Test 09 - Remainder Theorem (Sinhala Medium)
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Remainder Theorem | ශේෂ ප්රමේය - Day 01
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Remainder Theorem | ශේෂ ප්රමේය - Day 02
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Remainder Theorem | ශේෂ ප්රමේය - Day 03
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Remainder Theorem | ශේෂ ප්රමේය - Day 04
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Remainder Theorem | ශේෂ ප්රමේය - Day 05
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Remainder Theorem | ශේෂ ප්රමේය - Day 06
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Remainder Theorem | ශේෂ ප්රමේය - Day 07
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Remainder Theorem Comprehensive Study Pack
Advanced Level Combined Maths theory classes conducted by Mr. Sudheera Peiris.
This bundle is a collection of Remainder Theorem Theory Classes conducted for 2025 Advanced Level Students. Please note that you are purchasing Recordings of live sessons conducted previously. By the end of this study pack you will learn the entire thoery coming under the Remainder Theorem unit.
The lesson on Remainder Theorem carries 75 marks in the final Pure Maths Paper, the knowledge you learn through this lesson is really vital for the many upcoming lessons. By watching these seven videos and doing two papers, you will undoubtedly be able to secure all knowledge comfortably.
Please don't forget to go through the tutorial PDF, A/L Question PDF as it contains all the theoretical aspects. Additionally, after watching the videos, make sure to complete the two assignment papers.
Importance of Studying Remainder Theorem
Polynomial Roots: The Remainder Theorem is essential for finding roots (zeroes) of a polynomial, as it helps identify values that make the polynomial equal to zero.
Factorization: It plays a crucial role in polynomial factorization, allowing you to break down complex polynomials into simpler, more manageable forms.
Divisibility Testing: The theorem aids in testing whether a given polynomial is divisible by a linear factor, which is valuable for simplifying mathematical expressions.
Error Detection: In the context of numerical analysis and interpolation, the Remainder Theorem is used to assess the error or discrepancy between a polynomial approximation and the actual values.
Applications in Algebra and Calculus: Understanding this theorem is fundamental in algebra and calculus, enabling students to grasp concepts related to polynomial functions, synthetic division, and more advanced mathematical topics.
Q: What are the extra benefits of purchusing this bundle?
Mr. Sudheera Peiris is an experienced and dedicated mathematics educator with a passion for teaching and inspiring students. With a background in mathematics and a solid understanding of pedagogical principles, he has been instrumental in helping students develop a strong foundation in math and excel in their academic pursuits.
He holds a Bachelor's degree in Mathematics from University of Colombo, where he graduated with honors.
With over Seven years of teaching experience, He has had the opportunity to teach a wide range of grade levels and student abilities. He has successfully implemented various teaching methodologies and differentiated instruction to accommodate diverse learning styles and help students grasp complex mathematical concepts.