
Define Fundamental and Derived Quantities and Units.
Find the dimensions of a mathematical expression involving physical quantities.
Determine whether an equation involving physical quantities is dimensionally consistent.
Solve Examination Questions on Fundamental and Derived Quantities.
Define scalar and vector quantities.
Give examples of scalar and vector quantities.
Carry out operations such as: representation of vectors, addition of vectors in the same or different directions, combination of vectors by resolution.
Explore the addition and application of vectors using angle concepts, cosine law, and resultant magnitude with examples at 60° and 120°, including displacement calculations.
Learn to resolve multiple forces into vertical and horizontal components, using sine and cosine and quadrant signs, to compute the resultant force via vector components and Pythagoras.
Define motion.
Explain the types of motion.
Define terms used in motion.
Explain motion time graph.
Solve problems on motion time graph.
Apply the equations of motion.
Explore practical applications of the equations of motion by solving problems on velocity, displacement, acceleration, and resultant force using right-triangle geometry and Newton's second law.
Analyze a car's motion from rest using a velocity-time graph to compute distance traveled via the area under the curve, determine retardation, and find velocity after 20 seconds.
Explore the concept of gravity through Newton's law of universal gravitation, explain the relationship between gravity and potential, and solve problems involving electric potential.
This lecture explains escape velocity as the minimum speed to overcome gravity and uses the formula sqrt(2 GM / R) and the gravitational force F = GM1 M2 / r^2.
Explain the concept of equilibrium.
Define moment of a force.
State and apply the principle of moment.
Explain the concept of centre of gravity.
Describe the stability of a body.
Solve questions on equilibrium of forces.
Explore equilibrium where a body neither rotates nor moves, and define moment as force times distance from a pivot. Learn the principle of moments: anticlockwise and clockwise moments balance.
Explore the moment of a force about a point and the concept of a couple, defined as equal opposite forces, with applications in bicycle pedals and circular rings.
Define work, energy and power
Explain the concept of renewable and non-renewable resources
Solve problems involving work, energy and power
Explore energy as the capacity to do work and its forms, including kinetic, potential, heat, light, sound, chemical, and nuclear, plus renewable and nonrenewable resources, and the conservation of energy.
Define the term ‘Machine’.
List examples of simple machines.
Define the various term associated with simple machines.
Solve various mathematical problems involve in machines.
Define machines and simple machines; learn how they do work to overcome a load with tools like levers, crowbars, and wheelbarrows, and study mechanical advantage, velocity ratio, efficiency, friction.
Explains the lever as a simple machine with a fulcrum, showing equilibrium and imbalance, and introduces the three lever classes with examples like crowbar, wheelbarrow, and human body.
Define elasticity
State Hooke's law
Define and explain basic terms used in elasticity
Solve questions on elastic properties of solids
Examine elasticity as a material's ability to return to its original shape after loading, and how Hooke's law links force, strain, and elasticity in springs.
Explore elasticity through practical examples connecting force, extension, stress, and strain. Solve problems on work done, stiffness constants, and elastic properties of solids.
Define density and state its units
Define relative density
Explain the concept of pressure
State Archimedes principle and law of floatation
Explore solving density and pressure problems by calculating weights in air and in liquids using relative density, plus determine volume change when ice melts using densities of ice and water.
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