If A = {0, 1, 2, 3} and B = {…−3, −2, −1}, what is A ∩ B?
What do sets A and B have in common?
they have the same numbers ? @jim_thompson5910
can you list any number that is in BOTH sets ?
i knew to this so i dont really know how to do it...
the number 2 lies in which set
A ?
but it's not in B, agreed?
yes theres -2 in b
no, that's negative 2 (not positive 2)
yeah thats what i said ..
You can do this with any number. You will find it in one set, but not the other.
Another example: the number -4 is in set B, but it's not in set A.
ok @jim_thompson5910
so what can you tell me about the intersection of the two sets?
i dont really know im knew to this..
Let's do a simpler example The sets A = {1, 2} and B = {5, 10} have nothing in common. In other words, each number in each set only belongs to one set only. So \(\Large A \cap B = \emptyset\) which means that the intersection of sets A and B is the empty set
The empty set is a way of saying "nothing" but in a mathematical way.
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