Successive transformations: OCR MEI A‑Level Further Maths questions
OCR MEI A-Level Further Maths past-paper questions on 3.4 Successive transformations, 2018–2025, with mark schemes and examiner’s reports where available. Add MadAsMaths questions to your practice, or browse them separately by topic and difficulty.
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All 6 questions on Successive transformations, as a list
- June 2024, AS Core Pure, Q5 (6 marks): K O 5 (a) Find the volume scale factor of the transformation with associated matrix 0 3 1 OO. [2] - KK 1 0 2 - L P (b) The transformations S and T of the plane
- June 2022, Core Pure, Q4 (7 marks): K O 4 (a) A transformation with associated matrix 0 1 2 OO, where m is a constant, maps the vertices KK - 2 0 3 L P of a cube to points that all lie in a plane.
- June 2022, AS Core Pure, Q8 (12 marks): J N cos 2 cos sin - i i i KK OO. 8 A transformation T of the plane has matrix M, where M = sin 2 sin cos + i i i L P (a) Show that T leaves areas unchanged for
- November 2021, Core Pure, Q9 (11 marks): J N 1 0 = - KK OO. 9 The transformation T of the plane has associated matrix M, where M 2 1 - L P (a) On the grid in the Printed Answer Booklet, plot the image
- November 2021, AS Core Pure, Q6 (12 marks): J N 1 1 + m KK OO, where m is a non-zero 6 A transformation T of the plane has associated matrix M = 1 1 - - m constant. L P (a) (i) Show that T reverses orient
- June 2019, Core Pure, Q11 (12 marks): (a) Specify fully the transformations represented by the following matrices. J N 3 4 - K O 5 5 • M1 = K O 3 4 5 5 L P J N 1 0 • M KK OO [4] 2 = 0 1 - L P (b) Fi
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