a)
F
= {mango, apple} is a given set of fruits.
(i) Find the number of subsets of the set F by using formula.
(ii) Write all possible subsets of the set F.
22
(iii) Among these subsets, which one is the improper subset? Write with reaso
Let X = {b, a, I} is a set of letters of the word 'BALL'.



Answer :

Sure! Here are the answers to the questions provided: (i) To find the number of subsets of a set with 'n' elements, you can use the formula 2^n. In this case, the set F = {mango, apple} has 2 elements. Therefore, the number of subsets of set F can be calculated as 2^2 = 4. (ii) The possible subsets of set F are: 1. Empty set {} 2. {mango} 3. {apple} 4. {mango, apple} (iii) Among these subsets, the improper subset is the subset that doesn't include all the elements of the original set. In this case, the improper subset is the empty set {}. This subset is improper because it doesn't contain either 'mango' or 'apple', which are the elements of set F. Additionally, for set X = {b, a, l} being a set of letters of the word 'BALL', we have the following subsets: 1. Empty set {} 2. {b} 3. {a} 4. {l} 5. {b, a} 6. {b, l} 7. {a, l} 8. {b, a, l} These subsets follow the concept of subsets, including the empty set and the set itself as subsets.