Use set notation to describe the shaded region in each Venn diagram.
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Syllabus Edition
First teaching 2021
Last exams 2024
Use set notation to describe the shaded region in each Venn diagram.
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On the Venn diagram, shade the region .
 = {1, 2, 3, 4, 5, 6}
= { : is an even number}
= { : is a prime number}
Complete the Venn diagram.
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Use set notation to describe the shaded regions in each Venn diagram.
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On any Saturday, the probability that Arun plays football isÂ
On any Saturday, the probability that Bob plays football isÂ
Complete the tree diagram.
Calculate the probability that, one Saturday, Arun and Bob both play football.
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{students in a school}
{students who play football}
{students who play baseball}
Â
There are 240 students in the school.
Â
• 120 students play football
• 40 students play baseballÂ
• 90 students play football but not baseball.
Complete the Venn diagram to show this information.
Â
A student in the school is chosen at random.
Â
Find the probability that this student plays baseball but not football.
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Use this information to complete the Venn diagram.
[2]
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 = {children in a group}
= {children who own a rabbit}
= {children who own a hamster}
There are 40 children in the group.
19 children own a rabbit.
27 children own a hamster.
Complete the Venn diagram.
Write down
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The Venn diagram shows information about the number of students in a class who like apples () and bananas ().
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The table gives some information about the numbers of visitors at a leisure centre one day.
 | Adult | Child | Total |
Male | Â | 144 | 240 |
Female | 129 | Â | 260 |
Total | 225 | 275 | 500 |
[1]
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In a group of 40 students,
Complete the Venn diagram.
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 = { : is a positive integer less than 20}
A = { : is an even number}
B = { : is a multiple of 3}
[1]
Work out the probability that this number is
[1]
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 = { : is a natural number 15}
= { : is a factor of 12}
= { : is an odd number}
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= {1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14}
= {: is a factor of 14}
= {: is a prime number less than 14}
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= {children who go to the park}
= {children who play tennis}
= {children who play golf}
120 children go to the park.
50 play tennis.
75 play golf.
25 do not play tennis or golf.
Complete the Venn diagram.
Find n().
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The 262 students at a college each study one of the languages shown in the table.
 | French | German | Spanish | Italian | Japanese | Total |
Boys | 27 | Â | 48 | 19 | Â | 123 |
Girls | Â | 32 | 54 | Â | 12 | Â |
Total | Â | 53 | Â | 30 | Â | 262 |
Complete the table.
Find the probability that
[1]
[1]
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