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Define power set of a Set....

Define power set of a Set.

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Let R be the relation defined on power set of A such that ARB hArr n(P(A)) = n(P(B)) can be : (where P(A) denotes power set of (A)

Let R be the relation defined on power set of A such that ARB hArr n(P(A)) = n(P(B)) can be : (where P(A) denotes power set of (A)

The number of elements of the power set of a set containing n elements is

If B set is the power set of set A, then the correct option is.

If the number of elements in the power set of set A is 128 then find the number of elements in the set A .

If the number of elements in the power set of set A is 128 then find the number of elements in the set A .

If the number of elements in the power set of set A is 128 then find the number of elements in the set A .

If the number of elements in the power set of set A is 128 then find the number of elements in the set A .

Write the number of elements in the power set of null set.