Key subskills:
Working with time-dependent graphs.
Working with rates of change with respect to time in one dimension.
Using equations of motion in one dimension under constant acceleration.

Key subskills:
Using vectors to define displacement, velocity and acceleration.
Finding resultant velocity, relative velocity or relative acceleration of one body with respect to another.
Applying understanding of relative motion.

Key subskills:
Establishing the conditions of motion in horizontal and vertical directions involved in parabolic motion.
Using the equations of motion in parabolic flight.

Key subskills:
Using Newton’s first and third laws of motion to understand equilibrium.
Understanding the concept of static friction, dynamic friction and limiting friction.
Using Newton’s second law of motion.

Key subskills:
Working with impulse as the change in momentum, and/or force as the rate of change of momentum.
Working with the concept of conservation of linear momentum.
Determining work done by a constant force in one or two dimensions, or a variable force during rectilinear motion.
Using the concepts of kinetic and/or potential energy to applying the work–energy principle.
Using the concepts of kinetic and/or potential energy within the concept of conservation of energy.

Key subskills:
Applying equations to motion in a horizontal circle with uniform angular velocity.
Using equations for horizontal circular motion alongside Newton's Inverse Square Law of Gravitation.

Key subskills:
Working with the concept of Simple Harmonic Motion (SHM).
Applying Hooke's Law to problems involving Simple Harmonic Motion.

Key subskills:
Determining the turning effect of force.
Using moments to find the centre of mass of a body.

Key subskills:
Expressing rational functions as a sum of partial fractions
(denominator of degree at most 3 and easily factorised)

Key subskills:
Differentiating exponential and logarithmic functions.
Differentiating functions using the chain rule
Differentiating functions given in the form of a product and/or in the form of a quotient.
Finding the derivative of functions defined implicitly.
Finding the derivatives of a function defined parametrically.

Key subskills:
Integrating expressions using standard results.
ntegrating using a substitution when the substitution is given.
Integrating by parts.
Applying integration to a range of physical situations.

Key subskills:
Finding a general solution of a first order differential equation with variables separable.
Solving a simple first order linear differential equations using an integrating factor.
Solving second order homogeneous equations