LESSON 10
Revision work on set concepts
- Write equal, unequal or equivalent against each
(i) P and Q (ii) R and S (iii) Q and R
(iv) Q and S (v) P and S
- If P = {even numbers less than ten}
- Find n (P)
- How many subsets has set P?
- Study the venn diagram and use it to answer the questions about it.
- (a) List down all the subsets in A if A = {o, u ,i, s}
- A set has five elements how many subsets has set A?
- Given that a set has 16 subsets. Find the numbers elements in this set.
- (a) Draw and shade these sets.
(i) Rn P (ii) M u N (iii) Z – F
(b) Describe / name the shaded regions below:
- Set P = {2, 3, 5, 7}, Q = {1, 2, 3, 4, 6, 7, 8}
- Complete the venn diagram
(i) Find n (P n Q) (ii) n (P u Q) (iii) n ( Q – P )
(iv) n (P ) only (v) n(Q) (vi) n (P)1
- In a market 24 traders sell cloth (C), and 30 traders sell food (F). If 16 traders sell both items, draw a venn diagram and find out how many traders sell only one type of commodity.
- In a class of 30 pupils, 18 eat meat, 10 eat beans and 5 do not eat any of the two types of food.
- Show this information on a venn diagram
- How many pupils eat meat only?
- Find those who eat beans only.
- How many pupils eat only one type of food?
- Find the number of pupils who eat both types of food.
- What is the probability of choosing a pupil at random who eats meat?
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