Physics
Measurement of Motion: Understand that the description of motion requires the measurement of time intervals and distance.
Distance vs. Displacement: Describe the difference between distance (the total path covered) and displacement (the shortest path between two points).
Calculation of Distance and Displacement: Calculate distance and displacement for 1D and 2D motion, using vector diagrams where appropriate.
Speed and Velocity: Define the concepts of speed (scalar quantity) and velocity (vector quantity).
Average Speed and Average Velocity: Apply average speed and average velocity formulae:
Average Speed = Total Distance / Total Time
Average Velocity = Total Displacement / Total Time
Acceleration: Define the concept of acceleration (the rate of change of velocity) and use the formulae:
a = (v - u) / t (where v = final velocity, u = initial velocity)
v = u + at (to calculate unknown variables).
Displacement and Time Equations: Use the formula s = ut + ½ at² (to calculate unknown variables, where s = displacement).
Graphs of Motion: Draw, interpret, and describe an object's motion using displacement-time graphs and velocity-time graphs.
Calculate an object's speed or velocity from a displacement-time graph.
Calculate an object's displacement from a velocity-time graph.
Use the gradient of a velocity-time graph to find the acceleration of the object.
Gravity: Use the acceleration due to gravity (9.80 m/s²) in calculations of motion (including s = ut + ½ gt²).
Force and Resultant Force:
Define force and state its SI unit (Newton, N).
Define resultant force and calculate it when unbalanced forces are acting at right angles to each other.
Resolve force vectors acting in a 2-dimensional plane.
Inertia: Define inertia and describe the factors that affect it.
Newton’s Laws of Motion:
1st Law: A body at rest stays at rest, and a body in motion stays in motion unless acted upon by an external force.
2nd Law: F = ma (the force acting on an object is equal to the mass of that object multiplied by its acceleration).
3rd Law: For every action, there is an equal and opposite reaction.
Energy:
Define energy and state its SI unit (Joule, J).
Explain that energy cannot be seen, but can be detected when a change occurs.
Recall that energy exists in various forms (heat, mechanical, chemical, electrical, light, sound, nuclear, potential, and kinetic).
State the law of conservation of energy.
Define kinetic energy (EK) and apply the relationship EK = ½ mv².
Define gravitational potential energy (EP) and apply the relationship EP = mgh.
Explain the interchange between kinetic and potential energy during motion inside a gravitational field.
Work and Power:
Explain that work is done when a force moves an object (Work, W = Force x distance).
Apply the relationship W = Fs, where F is force and s is distance moved in the direction of the force.
Define power and state its SI unit (Watt, W).
Apply the relationship P = W / t.
Energy Transformation and Efficiency:
Explain that energy can be transformed from one form into others and that most energy transformations result in some undesirable efficiency losses (usually as wasted thermal energy).
Calculate the efficiency of energy transformations.
Rearrange and apply formulae relating to energy transfers and transformations, including energy changes due to changes in an object's motion or position.
Measurement of Motion: Understand that the description of motion requires the measurement of time intervals and distance.
Distance vs. Displacement: Describe the difference between distance (the total path covered) and displacement (the shortest path between two points).
Calculation of Distance and Displacement: Calculate distance and displacement for 1D and 2D motion, using vector diagrams where appropriate.
Speed and Velocity: Define the concepts of speed (scalar quantity) and velocity (vector quantity).
Average Speed and Average Velocity: Apply average speed and average velocity formulae:
Average Speed = Total Distance / Total Time
Average Velocity = Total Displacement / Total Time
Acceleration: Define the concept of acceleration (the rate of change of velocity) and use the formulae:
a = (v - u) / t (where v = final velocity, u = initial velocity)
v = u + at (to calculate unknown variables).
Displacement and Time Equations: Use the formula s = ut + ½ at² (to calculate unknown variables, where s = displacement).
Graphs of Motion: Draw, interpret, and describe an object's motion using displacement-time graphs and velocity-time graphs.
Calculate an object's speed or velocity from a displacement-time graph.
Calculate an object's displacement from a velocity-time graph.
Use the gradient of a velocity-time graph to find the acceleration of the object.
Gravity: Use the acceleration due to gravity (9.80 m/s²) in calculations of motion (including s = ut + ½ gt²).
Force and Resultant Force:
Define force and state its SI unit (Newton, N).
Define resultant force and calculate it when unbalanced forces are acting at right angles to each other.
Resolve force vectors acting in a 2-dimensional plane.
Inertia: Define inertia and describe the factors that affect it.
Newton’s Laws of Motion:
1st Law: A body at rest stays at rest, and a body in motion stays in motion unless acted upon by an external force.
2nd Law: F = ma (the force acting on an object is equal to the mass of that object multiplied by its acceleration).
3rd Law: For every action, there is an equal and opposite reaction.
Energy:
Define energy and state its SI unit (Joule, J).
Explain that energy cannot be seen, but can be detected when a change occurs.
Recall that energy exists in various forms (heat, mechanical, chemical, electrical, light, sound, nuclear, potential, and kinetic).
State the law of conservation of energy.
Define kinetic energy (EK) and apply the relationship EK = ½ mv².
Define gravitational potential energy (EP) and apply the relationship EP = mgh.
Explain the interchange between kinetic and potential energy during motion inside a gravitational field.
Work and Power:
Explain that work is done when a force moves an object (Work, W = Force x distance).
Apply the relationship W = Fs, where F is force and s is distance moved in the direction of the force.
Define power and state its SI unit (Watt, W).
Apply the relationship P = W / t.
Energy Transformation and Efficiency:
Explain that energy can be transformed from one form into others and that most energy transformations result in some undesirable efficiency losses (usually as wasted thermal energy).
Calculate the efficiency of energy transformations.
Rearrange and apply formulae relating to energy transfers and transformations, including energy changes due to changes in an object's motion or position.