SUMMER 2026
PREDICTED PAPER
GCE
Mathematics A
H240/02: Pure Mathematics and Statistics
A Level
Mark Scheme
for more: tyrionpapers.com
, dy
1 Find for:
dx
y = cos(x 2 − 3x + 7) + sin( e x )
(4 marks)
2 Use the substitution u = 4x + 1 to find
1
∫2 4(4x + 1)
6
2 dx .
, (4 marks)
3 (i) Given that f (x ) = 2x 3 + 4x , find f'(x ) .
(ii) Hence, or otherwise, find
3x 2 + 2
∫ 2x 3 + 4x
dx
, (4 marks)
PREDICTED PAPER
GCE
Mathematics A
H240/02: Pure Mathematics and Statistics
A Level
Mark Scheme
for more: tyrionpapers.com
, dy
1 Find for:
dx
y = cos(x 2 − 3x + 7) + sin( e x )
(4 marks)
2 Use the substitution u = 4x + 1 to find
1
∫2 4(4x + 1)
6
2 dx .
, (4 marks)
3 (i) Given that f (x ) = 2x 3 + 4x , find f'(x ) .
(ii) Hence, or otherwise, find
3x 2 + 2
∫ 2x 3 + 4x
dx
, (4 marks)