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So this is a 2 part question, the first part i think I've figured out (and so I've filled the 3 Venn diagrams correctly), but
So this is a 2 part question, the first part i think I've figured out (and so I've filled the 3 Venn diagrams correctly), but I must be doing something wrong with part b) as my set operations are giving me a wrong answer. Looking for help with part b), pasted below
~ ~ ~
In a class of30
30students:
- 17
- 17study Art,
- 13
- 13study Chemistry,
- 16
- 16study English,
- 8
- 8study both Art and English,
- 8
- 8study both Chemistry and English,
- 4
- 4study all three subjects, and
- 3
- 3study none of these subjects.
a)
How many students study both Art and Chemistry?
3 + 4 = 7
7 study both
b)
Writing A, C and E for the sets of students studying Art, Chemistry and English respectively, evaluate |C^c U (A^c U E)^c | *
- ^c as notation for complement
I calculated 13 which seems wrong
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