9709/22 · May/June 2023
Pure Mathematics 2 · 50 marks · 7 questions
- Question 15 marks
Solve an equation in sec and tan.
- Question 25 marks
Constants from a straight-line graph of ln y against x.
- Question 35 marks
Exact area under a reciprocal-type curve.
- Question 47 marks
Sketch graphs, locate a root and iterate.
- Question 59 marks
Exact gradient at an intercept and the exact maximum point.
- Question 610 marks
Prove an identity, an exact value, and integrate a trigonometric product.
- Question 79 marks
Parametric differentiation: where the gradient is 1.