Question

Is every set a subset of itself? justify? .​

Answer 1

Step-by-step explanation:

A set is considered to be a subset of itself.

First, every set is a superset of a null or empty set. It means P ⊃ ϕ because ϕ has no elements at all. Secondly, now that you know each set is a subset of itself, you can also say that each set is also a superset of itself. no set is a proper subset of itself

Answer 2

$\color{violet}{Answer:}$

Yes

Step-by-step explanation:

A set is always considered a subset of itself, a proper subset, however, cannot contain all of the elements of its parent set.

$\blue{Hope it helps you}$