9709/22 · May/June 2024
Pure Mathematics 2 · 50 marks · 7 questions
- Question 14 marks
Solve an inequality involving the modulus.
- Question 24 marks
Solve an exponential equation using logarithms.
- Question 38 marks
Gradient of an exponential curve, an intercept and an area.
- Question 47 marks
Normal to a parametric curve.
- Question 58 marks
Polynomial division, then a definite integral of the form a + b ln 2.
- Question 69 marks
Stationary point of a logarithmic function, located and found by iteration.
- Question 710 marks
Prove a trigonometric identity, solve an equation and integrate.