9709/22 · May/June 2025
Pure Mathematics 2 · 50 marks · 7 questions
- Question 13 marks
Show the value of an integral that gives a logarithm, and find a whole-number constant.
- Question 25 marks
Sketch two graphs, then solve an inequality.
- Question 35 marks
Find the coordinates of the stationary points of a curve.
- Question 48 marks
Set up an iteration for where two curves meet, use it, then find an area between the curves.
- Question 59 marks
Use the factor theorem to find coefficients, factorise, then solve an equation in cot.
- Question 69 marks
Show a value cannot occur on a logarithmic curve, then find the equation of a tangent.
- Question 711 marks
Write a trigonometric expression in R cos(θ ± α) form, then solve an equation.