3.02e e) Be able to extend the constant acceleration Extending the constant acceleration formulae to motion in formulae to motion in two dimensions using vectors: two dimensions using vectors is new content in the reformed specification. Questions set involving vectors may involve either column vector notation, e.g. or , notation, e.g. . [The formula is excluded.] 3.02f f) Be able to use differentiation and integration with M1 Kinematics of (c) use differentiation and integration with respect to time to – respect to time in one dimension to solve simple Motion in a Straight solve simple problems concerning displacement, velocity problems concerning the displacement, velocity and Line (c) and acceleration acceleration of a particle: and
3.02e e) Be able to extend the constant acceleration formulae to motion in two dimensions using vectors: Questions set involving vectors may involve either column vector notation, e.g. or , notation, e.g. . [The formula is excluded.] Extending the constant acceleration formulae to motion in two dimensions using vectors is new content in the reformed specification. 3.02f f) Be able to use differentiation and integration with respect to time in one dimension to solve simple problems concerning the displacement, velocity and acceleration of a particle: and M1 – Kinematics of Motion in a Straight Line (c) (c) use differentiation and integration with respect to time to solve simple problems concerning displacement, velocity and acceleration