Mapping the physical laws governing motion, energy, and materials.

• Distinction between scalar and vector quantities
• Displacement, velocity, and acceleration graphs
• Derivation and application of SUVAT kinematics equations

Kinematics equations form the foundation for describing movement in classical mechanics[cite: 16].

• Resolving forces and vectors into perpendicular components
• Two-dimensional projectile motion calculations
• Effects of air resistance on trajectory

Understanding vector resolution allows multi-dimensional motion analysis[cite: 16].

• Newton's First and Second Laws ($F = ma$)
• Free-body force diagrams and terminal velocity
• Newton's Third Law action-reaction force pairs

Newtonian mechanics explains how forces govern changes in physical motion[cite: 16].

• Reviewing complex motion scenarios and free-body diagrams
• Consolidating problem-solving skills in kinematics and force systems

Validates core mechanics proficiency prior to energy systems[cite: 16].

• National Vacation (Sep 23–24)
• Overview of mechanical equilibrium and moments
• Center of gravity and rotational equilibrium

Integrates statics and equilibrium while accommodating national holiday observations[cite: 16].

• Work done by constant and variable forces
• Gravitational potential energy and kinetic energy transformations
• Power output and mechanical efficiency calculations

Energy conservation bridges physical motion with mechanical work done[cite: 16].

• Principle of conservation of mechanical energy
• Energy dissipation due to friction and drag
• Work-energy theorem applications

Calculates energy transformations across closed and open mechanical systems[cite: 16].

• Linear momentum ($p = mv$) and impulse ($F \Delta t$)
• Conservation of linear momentum in 1D and 2D
• Elastic vs. inelastic collisions

Momentum conservation explains impact dynamics and impulse forces[cite: 16].

• Density ($ ho$) and fluid pressure calculations
• Laminar vs. turbulent fluid flow
• Viscosity and Stokes' Law ($F = 6pieta rv$)

Explores fluid properties and resistive drag forces acting through liquids[cite: 16].

• Archimedes' principle and upthrust in fluids
• Terminal velocity determination for spheres falling in viscous liquids
• Experimental investigation of viscosity

Connects fluid dynamics to equilibrium and viscous drag mechanics[cite: 16].

• Hooke's law and spring constant ($k$)
• Tensile stress, tensile strain, and Young's modulus ($E$)
• Force-extension graphs and elastic limit

Quantifies solid deformation and material stiffness under tension[cite: 16].

• Stress-strain curves for ductile, brittle, and polymeric materials
• Elastic and plastic deformation
• Elastic strain energy stored ($E_{el} = rac{1}{2}FDelta x$)

Evaluates mechanical performance and energy storage in structural solids[cite: 16].

• Uncertainty analysis, error propagation, and precision
• Design of physics laboratory procedures
• Data collection and graphical analysis techniques

Essential practical skill set required for physics lab investigations and exams[cite: 16].

• No classes scheduled all week

Mid-semester rest period to recharge[cite: 16].

• Solving past paper exam questions on kinematics and dynamics
• Mark scheme analysis for extended calculations
• Exam technique and error reduction strategies

Sharpens problem-solving ability on official Mechanics exam questions[cite: 16].

• Past paper review: Work, energy, power, and momentum
• Multi-step momentum and energy conservation problems

Consolidates core energy and momentum analytical techniques[cite: 16].

• Solving structured questions on fluids and solid material properties
• Data analysis and graph-based past paper problems

Deepens exam readiness for fluid and material mechanics[cite: 16].

• Full-length past paper mock questions across Unit 1 and Practical Skills
• Targeted revision on high-frequency exam topics

Final comprehensive preparation ahead of semester examinations[cite: 16].

• Semester 1 examination period begins
• Cumulative testing across Mechanics, Materials, and Practical Skills

Formal evaluation of learning outcomes across all units[cite: 16].

• Completion of Semester 1 examination schedule
• Semester conclusion and academic wrap-up

Final completion of the first semester course[cite: 16].