Question

If all the elements of a set possess a single common property, then it can be represented by

Answer 1

if all elements of a set have a single common property, it can be the intersection of the two sets.

Answer 2

If all the elements of a set possess a single common property, then it can be represented by the Roster Form.

• The elements of a set possess a single common property, then it can be represented by the Roster Form.
• The Roster Form is a representation of a set inside the curly bracket.
• Consider an example as we are required to write the set of whole numbers then in the Roster Form it will be represented as

        ${\{0,1,2,3,4,5,...}\}$