February/March 2026 Paper 22

2026 · 22 questions · 42 parts · 101 marks

0/101 marks
0Correct0Partial0Wrong42Unattempted
Filters0 active

Questions

Select a part to jump to its question

Finish set
Q1
1(a)1(b)
–/2 mks
Q2
2
–/1 mk
Q3
3(a)3(b)3(b)(i)3(b)(ii)
–/5 mks
Q4
4
–/1 mk
Q5
5(a)5(b)5(c)
–/8 mks
Q6
6
–/4 mks
Q7
7(a)7(b)
–/3 mks
Q8
8
–/2 mks
Q9
9
–/3 mks
Q10
10
–/3 mks
Q11
11(a)(i)11(a)(ii)11(b)
–/7 mks
Q12
12(a)12(b)12(c)
–/5 mks
Q13
13(a)13(b)
–/2 mks
Q14
14
–/4 mks
Q15
15
–/2 mks
Q16
16(a)16(b)16(c)
–/6 mks
Q17
17(a)17(b)
–/7 mks
Q18
18(a)18(b)
–/7 mks
Q19
19(a)19(b)19(c)
–/11 mks
Q20
20(a)20(b)
–/6 mks
Q21
21
–/5 mks
Q22
22(a)22(b)
–/7 mks
3(a)Number Systems Factors PrimesEasy3 marks
From this list of numbers, write down
a prime number
a cube number
two numbers with a product of 550
3(b)
Rishwan writes each of these numbers on a card. Rishwan picks a card at random and replaces it.
Card1234567
Number-50-11915275083
3(b)(i)Probability Tree Diagrams Conditional ProbabilityEasy1 mark
Find the probability that he picks a natural number.
Probability
3(b)(ii)Probability Tree Diagrams Conditional ProbabilityEasy1 mark
He repeats this 140 times. Find the expected number of times that Rishwan picks a natural number.