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What is the difference between belongs to and subset ?

Belongs to:

If a is an element of a set A, we write a ∈ A which means that a is an element of A.

Subset:

A set A is said to be a subset of set B if every element of A is also an element of B and we write , A ⊆ B.

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belongs to tells that the specific element of any set in included in the a set let A & if every element of st A is the element of another set let B, then setA is asubset of set B.

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belongs to tells that any element let a is included in set A (let) and if every element of set A is an element of set B then it is said that set A is a subset of set B  

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belongs to tells that any element let a is included in set A and if every element of setA is an element of set B(let)then, A is a subset of set B 

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