Intersection
- contains the elements that the sets have in common
Subtraction
- ex. A - B, all elements of A are present except the intersection of A and B
1.)
A-(2,3,4,6,8)
B-(1,3,5,6,7)
C-(2,3,9)
a.) A intersection B = {3, 6}
b.) B intersection C = {3}
c.) C intersection A = {2, 3}
2.) (x/x is a letter of the word 'rhythm')
(x/x is a vowel letter)
(x/x is a letter of the word mathematics)
Roster method:
A = {R, H, Y, T, M}
B = {A, E, I, O, U}
C = {M, A, H, E, T, I, C, S}
a.) A intersection B = { }
(C-A) = {A, E, I, C, S}
b.) (C-A) intersection B = {A, E, I} c.) (C-B) = {M, H, T, C, S}
d.)(A intersection B) = {}