Operations on Sets#!#Union, Intersection, Difference, Complement

Operations of Sets

Operation on Sets and Venn Diagram

Operations Of Sets|Intersection Of Sets|Exercise Questions|Some Properties Of Operation Of Intersection |Disjoint Sets|Difference Of Sets|OMR

Set theory || Types OF sets || Subsets || No OF elements in a Set || Venn Diagram || Union || Intersection || Difference OF two sets

Universal Set|Exercise Questions|Venn Diagrams|Operations On Sets|Union Of Sets|Exercise Questions|Properties Of Union Of Sets|Intersection Of Sets|Disjoint Sets |Exercise Questions|Properties Of Intersection Of Sets|Difference Of Sets|Exercise Questions|

OMR|Questions|Venn Diagram|Operations On Sets|Union Of Sets|Some Properties Of The Operation Of Union|Intersection Of Sets|Some Properties Of The Operation Of Intersection|Disjoint Sets|Summary

(a) The Complement of the union of two sets is the intersection of their complements and the complement of the intersection of two sets is the union of their complements.These are called De Morgan's Law.Prove any one of the above two laws by Venn diagram (use colour pencil,scale,"],[" etc...) (b) Verify any one of the De Morgan's Law for U={1,2,3,4,5,...8,9,10}A={2,3,5,7,9,10}B={1,3,5,8,10}

M represents the children in a class who have Fothers and S represents the children whoo no sisters.+ denotes union,* denotes intersection,and (') denotes complement.The set of children who have no siblings is

OMR|Practical Problems On Union And Intersection Of Three Sets|Questions|Summary