Fill in the blanks to make each of the following a true statement : (i) A∪Aprime=… (ii) φprime∩A=…(iii) A∩Aprime=… (iv) ∪prime∩A=…

Solution: (i)A∪A′=U (ii)ϕ′∩A=U∩A=A(iii)A∩A′=ϕ As there is no common elements between these two sets.(iv)U′∩A=ϕ∩A=ϕ

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Fill in the blanks to make each of the following a true statem

Question

Fill in the blanks to make each of the following a true statement : (i) $A \cup A^{p r i m e} = \dots$ (ii) $φ^{p r i m e} \cap A = \dots$ (iii) $A \cap A^{p r i m e} = \dots$ (iv) $\cup^{p r i m e} \cap A = \dots$

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Fill in the blanks to make each of the following a true statement : (i)

A \cup A^{p r i m e} = \dots

(ii)

φ^{p r i m e} \cap A = \dots

(iii)

A \cap A^{p r i m e} = \dots

(iv)

\cup^{p r i m e} \cap A = \dots

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Solution: (i)

A \cup A^{^{'}} = U

(ii)

ϕ^{^{'}} \cap A = U \cap A = A

(iii)

A \cap A^{^{'}} = ϕ

As there is no common elements between these two sets.
(iv)

U^{^{'}} \cap A = ϕ \cap A = ϕ

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Question Text	Fill in the blanks to make each of the following a true statement : (i) $A \cup A^{p r i m e} = \dots$ (ii) $φ^{p r i m e} \cap A = \dots$ (iii) $A \cap A^{p r i m e} = \dots$ (iv) $\cup^{p r i m e} \cap A = \dots$
Answer Type	Text solution:1
Upvotes	150