Question: Discrete Structures Problem 3 collectors have C, D, and E tickets 5 collectors have C and D tickets 7 collectors have D and E tickets

Discrete Structures Problem

3 collectors have C, D, and E tickets

5 collectors have C and D tickets

7 collectors have D and E tickets

9 collectors have C and E tickets

20 collectors have C tickets

24 collectors have D tickets

28 collectors have E tickets

QUESTION:

1How many collectors have only C tickets?

2How many collectors have only D tickets?

3How many collectors have only E tickets?

4How many collectors have C and D tickets?

5How many collectors have C and E tickets?

6How many collectors have E and D tickets?

7How many collectors have C or D tickets?

8How many collectors have C or E tickets?

9How many collectors have E or D tickets?

10How many collectors do not have C, D, and E tickets?

11How many collectors do not have C, D, or E tickets?

12How many collectors do not have C or D tickets?

13How many collectors do not have C or E tickets?

14How many collectors do not have C and E tickets?

15How many collectors do not have D and E tickets?

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