Matrix Transformations | AQA L2 Further 8365 | 40 Worked Examples

40 fully worked matrix-transformation questions for AQA Level 2 Certificate in Further Mathematics (8365), matched to specification topic area 5 (Matrix Transformations). Every solution is broken down one line at a time with a plain-English note on each step and authentic AQA mark-scheme codes (B1, M1, M1dep, A1) annotated in the margin, so students see exactly where the marks are earned. Questions ramp from the basics of multiplying a 2x2 matrix by a column and writing down the standard rotation, reflection and enlargement matrices, through applying a matrix to a point and describing a transformation geometrically, up to genuine Further-Maths challenge: combining two transformations as a single matrix product in the correct order, proving equivalences by multiplication, finding a transformation matrix from the images of the unit square, and working with powers of a matrix. Clear unit-square figures show how each transformation moves the plane, and every answer states the transformation the way AQA wants it, naming the centre or mirror line. Paper 1 is non-calculator, so entries are kept exact throughout. Ideal for classwork, homework, revision and exam preparation for the top 10 to 20 percent of the GCSE cohort bridging to A-Level. 40 questions, progressive difficulty, answers and full method included.