Introduction to Kinematics

Comprehend the key concepts of kinematics, which studies the motion of objects without consideration of the forces causing the motion.
Understand the difference between scalar and vector quantities. Scalars have magnitude only, while vectors have both magnitude and direction.
Familiarise yourself with common kinematics terminologies such as displacement, velocity, acceleration, and time.

Basic Formulas and Calculations

Recognise the fundamental formulas of kinematic motion which includes velocity = displacement/time, acceleration = change in velocity/time. These may be linear or angular quantities.
Be aware of the equations which can be derived when an object moves uniformly or with constant acceleration. These are also known as the equations of motion.
Distinguish between instantaneous velocity and average velocity.

Understand the concept of velocity as the rate of change of displacement, and use velocity-time graphs to analyze the motion.
Comprehend acceleration as the rate of change of velocity and can be determined from the slope of a velocity-time graph.

Appreciate the principles and equations of projectile motion, noting that horizontal and vertical motions are independent of each other.
Delve into the concepts of circular motion and master the formulas for centripetal acceleration and the forces acting on an object in circular motion.

Understand the concept of relative motion and know how to analyse the motion of an object from different reference frames.

Constantly practice kinematics problems. These can range from straight-line motion to more complex situations involving multiple stages or directions of motion.
Learn to solve kinematics problems algebraically, graphically, and by using concepts of calculus.
Consolidate understanding through worked examples and ensure to re-do problems independently to ensure understanding and fluency.
Stay persistent when working on kinematics problems. This will enhance problem-solving skills and boost confidence in the subject.