Foundational Physics: Kinematics, Forces, and Problem Solving

Starting physics can be challenging, often because the underlying mathematical tools are not yet intuitive. This course closes that gap by building a robust foundation in the language of motion and forces. By the end of this text-based course, you will possess a clear, conceptual understanding of foundational mechanics, equipped with the essential mathematical techniques needed to confidently solve problems in kinematics and dynamics. What you'll learn: * Understand the essential vector algebra and introductory calculus concepts necessary for physics problem-solving. * Master the definitions and relationships of displacement, velocity, and acceleration in one and two dimensions. * Apply Newton's three laws of motion to analyze static and dynamic systems involving tension and friction. * Practice systematic methodologies for drawing free-body diagrams and setting up complex force equations. * Learn to interpret and derive key kinematic equations using both algebraic and graphical methods. The course begins with the necessary mathematical background, transitions into one- and two-dimensional motion analysis, and concludes with a deep dive into Newton's Laws of Motion and their practical applications. All concepts are explained clearly through written examples and practice exercises. This course is ideal for absolute beginners in physics or students needing to solidify their understanding of foundational mechanics. No prior advanced knowledge of physics or calculus is required. Start building your strong foundation in physical science today.