Question

. If A is an empty set and B is a set of vowels, then A∩B is *​

Answer 1

Given:

A is an empty set

B is a set of vowels

To find:

A∩B

Calculation:

According to the given data,

A = { }

B = {A,E,I,O,U}

A∩B means, it is a set containing the common elements present in set A and set B. As A is an empty set, A∩B will also be a null set

=> A∩B = { }

A∩B = { }

Answer 2

$\huge\boxed{\red{\bf \green{\dag} Solution }}$

A is empty set

B is a set of vowels

So , B = { a,e,i,o,u }

So A ∩ B = elements which are common to both A and B =

.°. A ∩ B = Φ