Class 8 - Set Operation Worksheet 1
	1. If P, Q are two sets, then P ∪ Q = {x|x ∈ P and x ∈ Q}. Mark True / False.
	a) True                        b) False
	
	2. If P, Q are two sets, then P ∩ Q = {x|x ∈ P or x ∈ Q}. Mark True / False.
	a) True                        b) False
	
	3. If P, Q are two sets, then P − Q = {x|x ∈ P and x ∉ Q}. Mark True / False.
	a) True                        b) False
	
	4. P and Q are disjoint sets if and only if P ∩ Q ≠ ∮. Mark True / False.
	a) True                        b) False
	
	
	5. P and Q are overlapping sets if and only P ∩ Q ≠ ∮. Mark True / False.
	a) True                        b) False
	
	6. The set {x|x ∈ w or x < 5} in roster form is {1, 2, 3, 4}. Mark True / False.
	a) True                        b) False
	
	7. If P is any set, then P ∪ ∮ = P. Mark True / False.
	a) True                        b) False
	
	8. If P is any set, then P ∩ (U) = P. Mark True / False.  
	a) True                        b) False
	
	9. If P is any set and P' is its complement, then P ∪ P' = U. Mark True / False.  
	a) True                        b) False
	
	10. If P is any set and P' is its complement, then P ∩ P' = ∮. Mark True / False.
	a) True                        b) False
	
	11. If P = {4, 5, 6, 11, 12} and Q= {5, 11, 12} then P ∩ Q = Q. Mark True / False.
	a) True                        b) False
	
	12. If P = {1, 2, 3, 5, 6, 7} and Q = {0, 1, 2, 3, 8, 9, 5}, then P ∪ Q = P. Mark True / False.
	a) True                        b) False
	
	13. If universal set U and P is any set, then P' = {x|x ∈ U and x ∉ P}. Mark True / False.
	a) True                        b) False
	
	14. If P, Q are two sets, then Q − P = {x|x ∈ P and x ∉ Q}. Mark True / False.
	a) True                        b) False
	
	15. If U = {all digits of number system}, then, set P = {multiple of 4} and Q = {multiple of 5}, then P ∩ Q = {20}. Mark True / False. 
 
	a) True                        b) False
	
	16. If P and Q are two sets and its cardinal number n(P) = 25, n(Q) = 15, and n(P ∪ Q) = 30 then n(P ∩ Q) is ______?
	a) 6                        b) 7
	c) 8                        d) 10
	
	17. If P any set, then P ∩ ∮ is ____?
	a) P                        b) ∮
	c) U                        d) None of these
	
	18. If P and Q are two sets, then P − Q is defined as
	a) {x|x ∈ P and x ∉ Q}
	b) {x|x ∈ P and x ∈ Q}
	c) {x|x ∈ P or x ∈ Q}
	d) {x|x ∈ Q and x ∉ P}	 
	
	19. If n(P − Q) = 21, n(Q − P) = 26 and n(P ∩ Q) = 9, find n(Q) 
	a) 28                        b) 10
	c) 17                        d) 13
	
	20. If set P = {a, b, c, d, e, f, g), Q = {a, d, e, f, g, h), find P − Q 
	a) {b, c}                        b) {d, e}
	c) {e, f, g}                        d) {f, g}
	
If you want to download the above worksheet, please click below link.
Set Operation Worksheet-1Download the pdf
Class-8 Set Operation Worksheets
Answer Sheet
Set-Operation-AnswerDownload the pdf
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