Question

Among the following, a pair of disjoint sets is

1 point

{0,1,2}§{0,-1,-2}

{1,3,4,5} § {3,5,7}

{1,3,5,7} § {2,4,7,9}

"{1,2,3,} § {-1,-2,-3}

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Answer 1

Answer:

"{1,2,3,} § {-1,-2,-3}

Step-by-step explanation:

Disjoint sets do not have any element in common.

We know that even integers cannot be odd and vice versa

Hence, Sets of even integers and of odd integers are disjoint sets.

Answer 2

{1,2,3,} § {-1,-2,-3} is the disjoint set among the given sets.

• We are aware that disjoint sets have no elements in common and that even and odd numbers cannot coexist.
• If two sets don't share any elements, they are said to be disjoint sets.
• Two disjoint sets are equivalently two sets whose intersection is the empty set.
• For example, sets set A={2,3} and set B={4,5} are disjoint sets.
• However, while sets C={3,4,5} and {3,6,7} share element 3 in common, they are not disjoint sets.
• Thus, among the given sets, only the set {1,2,3,} § {-1,-2,-3} don't have any elements in common.

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