Use the following chart to answer questions.
Campus | F | P | M | F |
A | 065 | 1871 | 1244 | 1592 |
B | 1673 | 2362 | 1571 | 2464 |
C | 26 | 22 | 1041 | 907 |
D | 1815 | 2573 | 1819 | 569 |
E | 490 | 676 | 495 | 670 |
Online | 1379 | 1925 | 972 | 2332 |
The last two columns of the given chart show the total number of male and female students enrolled at each of the campuses of a local community college at the end of the drop/add period during the spring semester. Let U = all campuses, M = campuses with at least 1000 male students, and F = campuses with at least 1000 female students.
a.Construct a Venn diagram that represents these sets.
b.Find n(M), n(F), n(M ∩ F), and n(M ∩ F)′.
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