Foundations of Vectors and Kinematics in 1D and 2D

Building a strong foundation in physics is impossible without a clear, intuitive grasp of how objects move and the mathematical tools we use to describe that motion. This text-based course guides you step-by-step through the core principles of vectors and kinematics, preparing you to tackle complex engineering entrance problems with confidence. You will transition from basic physical definitions to solving advanced motion equations in both one and two dimensions. What you'll learn: - Understand foundational vector algebra, including component resolution, dot products, and cross products - Analyze one-dimensional motion using kinematic equations, calculus-based velocity, and acceleration derivations - Solve complex two-dimensional motion scenarios, including projectile motion and relative velocity problems - Apply systematic problem-solving frameworks to classical physics scenarios often found in competitive engineering exams - Practice interpreting motion through written graphical analysis and mathematical modeling This course begins with a thorough introduction to physical quantities and vector mathematics before moving into linear motion, free fall, and multi-dimensional trajectories. It is designed specifically for beginners, high school physics students, and engineering aspirants looking for a rigorous, text-based conceptual breakdown with no prior advanced physics experience required. Start reading today to unlock a deeper understanding of classical mechanics.