May/June 2026 Paper 23

2026 · 28 questions · 46 parts · 100 marks

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Q1
1
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Q2
2(a)2(b)
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Q3
3
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Q4
4(a)4(b)
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Q5
5(a)5(b)
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Q6
6
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Q7
7(a)7(b)
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Q8
8(a)8(b)
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Q9
9(a)9(b)
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Q10
10
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Q11
11
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Q12
12(a)(i)12(a)(ii)12(b)(i)12(b)(ii)
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Q13
13(a)13(b)
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Q14
14
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Q15
15(a)15(b)
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Q16
16
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Q17
17(a)17(b)
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Q18
18(a)18(b)
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Q19
19
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Q20
20
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Q21
21(a)21(b)
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Q22
22(a)(i)22(a)(ii)22(b)
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Q23
23
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Q24
24
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Q25
25(a)25(b)
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Q26
26(a)26(b)
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Q27
27
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Q28
28
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18(a)Quadratic Equations InequalitiesMedium3 marks
Rectangle, not to scale, with top side 6 cm + x cm and right side x cm + 2 cm; a right-angled triangle with sides x cm and x cm is cut off the top right corner by a dashed line, and the rest of the rectangle is shaded
The diagram shows a rectangle. The shaded area is .
Show that .

Answer

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18(b)Quadratic Equations InequalitiesMedium3 marks
Solve by factorisation to find the length cm.
Factorised form