Draw a Venn-diagram to show the re-lationship between two sets A and B - such that A- B- Now shade the region representing - i A - B ii B- - A iii A - B iv A - B-

(i) A ∪ B = (ii) B' ∩ A = (iii) A ∩ B = (iv) (A ∪ B)' = ...

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Venn Diagram

Draw a Venn-d...

Question

Draw a Venn-diagram to show the re-lationship between two sets A and B ; such that $A \subseteq B$ , Now shade the region representing :

(i) $A \cup B$

(ii) $B^{'} \cap A$

(iii) $A \cap B$

(iv) $(A \cup B)^{'}$

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Two sets A and B are such that A $\cap B = ϕ$ . Draw a venn-diagram to show the relationship between A and B. Shade the region representing :

(i) A $\cup$ B

(ii) (A $\cup$ B)'

(iii) B - A

(iv) B $\cap$ A'

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For any two sets A and B, show that the following statements are equivalent :

(i) $A \subset B$ (ii) $A - B = ϕ$

(iii) $A \cup B = B$ (iv) $A \cap B = A .$

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If A = {1, 2, 4} and B = {1, 2, 3}, represent following sets graphically :

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(iii) $A \times A$ (iv) $B \times B$

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