Now an appropriate time has elapsed, here are the answers for the non calculator examination of Monday 18th May 2009:
Edexcel GCSE Mathematics Linear 1380 Higher Tier
1a) Two Way Tables
1st row: 15 25 14 54
2nd row: 22 8 16 46
3rd row: 37 33 30 100 (3 marks)
1b) 37/100 or 0.37 or 37% (1 mark)
2a) Expressions
2x + 8y (2 marks)
2b) 2c + 4r (2 marks)
3a) Linear graphs
Missing values in table: -7, 1, 5 (2 marks)
3b) Straight line graph (2 marks)
4a) Substitution
k = 15 (2 marks)
4b) y = -7 (2 marks)
5a) Transformations
Correct rotation (2 marks)
5b) Translation 3 units to the right and 1 unit down (2 marks)
6a) Rectangle
The opposite sides of a rectangle are the same length (1 mark)
6b) x = 5.5 (2 marks)
6c) Perimeter = 57 cm (2 marks)
7a) Place value
15.456 (1 mark)
7b) 0.15456 (1 mark)
7c) 3220 (1 mark)
8a) Value for x
6 or -6 (2 marks)
8b) Prime factorisation
2 x 2 x 2 x 3 x 3 (2 marks)
9a) Plans and elevations
Square with side length 2 cm (2 marks)
9b) Sketch of solid shape (2 marks)
10) Water in barrel
320 seconds (3 marks)
11a) Length of a line
62.5 cm (1 mark)
11b) 63.5 cm (1 mark)
12) Shaded region
Construct angle bisector of BAC
Construct arc of circle 4 cm from B
Shade correct region (4 marks)
13a) Questionnaire
Question with a range of response boxes (2 marks)
13b) Question with a time period and response boxes (2 marks)
14) Estimating
28000 (or answer close to this) (3 marks)
15a) Standard form

(1 mark)
15b)

(1 mark)
16a) Factorising
2x (2x - 3y) (2 marks)
16b) (x + 6) (x - 1) (2 marks)
17a) Cumulative frequency
Draw diagram (2 marks)
17b) Median = £240 (2 marks)
17c) The men spent more than the women by median average (1 mark)
18a) Circle theorems
54 degrees (2 marks)
18b) 27 degrees
Angle at the circumference is half the angle at centre (3 marks)
19a) Straight lines
x = 2, y = 3 (1 mark)
19b) y = 0.5x + 4 (2 marks)
20a) Inequalities
t < 5.5 (2 marks)
20b) 5 (1 mark)
21) Proportion
540 (4 marks)
22) Histogram
Bars of frequency density 0.8, 1, 1.6, 2, 1.2 (4 marks)
23a) Probability tree diagram
0.5, 0.3, 0.2 written in four places (2 marks)
23b) 0.25 (2 marks)
24a) Congruent triangles
Valid proof (3 marks)
24b) Valid proof that perpendicular bisects base (2 marks)
25a) Changing the subject

(3 marks)
25b)

(2 marks)
26a) Graph transformations
y = f(x-4) (2 marks)
26b) Stretched in y direction by s.f. 3 and in x direction by s.f. 0.5 (2 marks)