Kinematics is the load-bearing wall of A-Level mechanics: every later topic — forces, momentum, circular motion — assumes fluent SUVAT work and comfortable vector thinking. This quiz secures that base with projectiles as the capstone.
The vector questions establish the toolkit: distinguishing scalars (distance, speed) from vectors, and resolving a velocity given in component form into magnitude and direction — the 3-4-5 triangle yielding 5 m/s at 53.1°, worked through Pythagoras and arctangent.
The SUVAT questions cover the standard repertoire with concrete values: a dropped ball's fall time from 44.1 m, a cyclist's acceleration from the v² = u² + 2as route, and a scenario-classification question on what genuinely counts as non-zero acceleration — including the direction-change-at-constant-speed case that catches out anyone equating acceleration with speeding up.
Projectiles get the fullest treatment, built on the principle the explanations keep returning to: horizontal and vertical motions are independent. Questions cover the vertical component of a launch velocity (resolved with sine), the horizontally-thrown ball where fall time comes purely from the vertical equation while range comes purely from the horizontal one, maximum height from the launch speed and angle, and the true-statement selection on what stays constant (horizontal velocity) and what determines flight time (vertical motion only).
Graph interpretation completes the set: gradient as acceleration and area as displacement on a velocity-time graph. Each question supplies g and all needed values — data-booklet style — and each explanation shows the substitution in full, modelling the working the exam expects to see.
Topic scope follows the kinematics content of section 3.4.1 of the current A-level physics subject content: scalars and vectors, uniformly accelerated motion, projectile motion with independent components, and motion graphs.