Describing 2D Motion Using Vectors

Two-dimensional motion in kinematics is described using vectors.
Vectors convey magnitude and direction, making them suitable to express physical properties such as velocity, displacement, or acceleration.
Vector’s components are represented by Cartesian plane coordinates (x and y) and can be analysed separately.
Vector addition is used often for combining displacements or velocities.
Differentiation helps find the acceleration or rate of change of velocity concerning time.
Understanding vector operations and their use cases is crucial for solving kinematics problems.
Key concepts to remember are vector addition, scalar multiplication, and their geometric interpretations, and the difference between position vectors, displacement, velocity, and acceleration.