Question

If A belongs to B then B-A​

Answer 1

$Answer: Empty\;set\;or\;null\;set\;{}$

(A - B : Elements of set A, which are not elements of set B). A is subset of B, means set B contains all elements of set A plus may have some additional elements.

$Example$

A= {1,2,3}

B={1,2,3,4,5}.

A is subset of B. To find A-B, consider set A elements 1,2,3 & then cut (minus) the elements of set B. So all elements 1,2,3 are cut & A-B is the null set. Set without having any element.

Answer: B - A= { }

Answer 2

Ans = A - B : Elements of set A, which are not elements of set B). A is subset of B, means set B contains all elements of set A plus may have some additional elements. Example A= {1,2,3}

B={1,2,3,4,5}. A is subset of B. To find A-B, consider set A elements 1,2,3 & then cut (minus) the elements of set B. So all elements 1,2,3 are cut & A-B is the null set. Set without having any element.

Answer:. A - B = { }