ii) ( A cap ( B cup C ) = ( A cap B ) cup ( A cap C ) ) (iii) ( A

Click here:point_up_2:to get an answer to your question :writing_hand:ii a cap b cup c a cap b
Click here👆to get an answer to your question ✍️ -ii- - A cap - B cup C - - - A cap B - cup - A cap C - - -iii- - A cap - B - C - - - A cap B - - - A cap C - - - - - iv - - A - - B cup C - - - A - B - cap - A - C - - - - - 4-5-6-7 - - - Verify the following identities

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ii) ( A cap ( B cup C ) = ( A cap B ) cup ( A cap C ) ) (iii) ( A cap ( B - C ) = (

Proved that A-(B cap C)=(A-B) cup(A-C)​

7. Prove the following: ( ( l ) A - ( B - C ) = ( A - B ) cup ( A cap C ) ) ( quad ( i i ) ( A - B ) cap C = ( A cap C ) - B ) ( [ otimes ) Hint: Use Venn Diagrams to prove

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Solved True or false (1) A∪(B∩C)=(A∩B)∪(A∩C)

ii) ( A cap ( B cup C ) = ( A cap B ) cup ( A cap C ) ) (iii) ( A cap ( B - C ) = (

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