May/June 2026 Paper 41

2026 · 28 questions · 40 parts · 100 marks

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Q1
1
–/2 mks
Q2
2(a)2(b)
–/2 mks
Q3
3
–/1 mk
Q4
4
–/1 mk
Q5
5
–/3 mks
Q6
6
–/2 mks
Q7
7
–/2 mks
Q8
8(a)8(b)
–/3 mks
Q9
9
–/2 mks
Q10
10
–/3 mks
Q11
11
–/4 mks
Q12
12(a)12(b)
–/7 mks
Q13
13
–/2 mks
Q14
14
–/3 mks
Q15
15
–/3 mks
Q16
16
–/2 mks
Q17
17(a)17(b)17(c)
–/8 mks
Q18
18
–/4 mks
Q19
19(a)(i)19(a)(ii)19(b)
–/6 mks
Q20
20(a)(i)20(a)(ii)20(b)20(c)
–/9 mks
Q21
21
–/3 mks
Q22
22
–/3 mks
Q23
23(a)23(b)
–/5 mks
Q24
24(a)24(b)
–/5 mks
Q25
25
–/3 mks
Q26
26
–/4 mks
Q27
27
–/3 mks
Q28
28
–/5 mks
Context for 19(a)
A bag contains some coloured counters. The probability of picking a red counter from the bag is 0.24 .
19(a)(i)Probability Tree Diagrams Conditional ProbabilityEasy1 mark
Find the probability of not picking a red counter from the bag.

Answer

19(a)(ii)Probability Tree Diagrams Conditional ProbabilityEasy2 marks
Sunil picks a counter at random from the bag and then replaces it. He then picks a second counter at random from the bag.
Work out the probability that only one of the counters is red.

Answer

19(b)Probability Tree Diagrams Conditional ProbabilityMedium3 marks
A box contains 50 pens. There are blue pens in the box.
Ahmed picks two of the pens from the box at random without replacement. The probability that both pens are blue is .
Find the value of .
Working
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