Projectiles | ප්රක්ෂිප්ත | Tutorial | English
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Projectiles | ප්රක්ෂිප්ත | Study Pack
Advanced Level | Combined Maths | English Medium
- 24 Users Enrolled
- Created by: Sudheera Peiris
- Last Updated: 30th October 2026
- English/සිංහල
Overview
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Projectiles | ප්රක්ෂිප්ත | Tutorial | Sinhala
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Projectiles | ප්රක්ෂිප්ත | Day 01
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Projectiles | ප්රක්ෂිප්ත | Day 02
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Projectiles | ප්රක්ෂිප්ත | Day 03
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Description
📈 GCE A/L Combined Maths : Projectiles Study Pack
Develop a robust and highly analytical understanding of two-dimensional kinematics with our dedicated Projectiles Study Pack. Guided by an expert educator, this comprehensive resource explores parabolic trajectories, component resolution, and intricate problem-solving techniques, ensuring you are thoroughly prepared for your GCE A/L examinations.
Course Highlights:
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Subject Focus: Combined maths – Projectiles (Motion in a Vertical Plane Under Gravity)
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Key Areas Covered:
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2D Motion Resolution: Resolving independent horizontal (constant velocity) and vertical (uniform acceleration under gravity) motions.
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Essential Derivations: Mastering formulaic derivations for Time of Flight ($T$), Maximum Height ($H$), Horizontal Range ($R$), and the Equation of Trajectory.
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Complex Problem-Solving: Tackling projectile motion on inclined planes, target-hitting challenges, and angled launch scenarios.
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Structured Practice: Includes challenging exam-level model questions and previous GCE A/L past paper structured and essay solutions.
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Medium: English and Sinhala (සිංහල) Medium
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About the Instructor
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About the Instructor
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.