Candidates should be able to:
- model the motion of a projectile as a particle moving with constant acceleration and understand any limitations of the model (Vector methods are not required.)
- use horizontal and vertical equations of motion to solve problems on the motion of projectiles, including finding the magnitude and direction of the velocity at a given time or position, the range on a horizontal plane and the greatest height reached
- derive and use the Cartesian equation of the trajectory of a projectile, including problems in which the initial speed and/or angle of projection may be unknown. (Knowledge of the ‘bounding parabola’ for accessible points is not included.)
Motion of a projectile – Further Mechanics Paper 3 Videos Part 1 – 7
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