Question

solve this problem fast as possible​

Answer 1

Answer:

A = { 2,3 }

B = { 0,1 }

C = { 1,2 }

• LHS : A x ( B

Answer 2

A×(BnC)=(A×B)n(A×C)=({2,1},{3,1})

Step-by-step explanation:

As per given Data, The sets are

A={2,3} ,B={0,1} and C={1,2}

First consider LHS:A×(BnC)

find,BnC=({0,1},{1,2})={1}

A×(BnC)={2,3}×{1}=({2,1},{3,1})

Consider RHS:(A×B)n(A×C)

(A×B)n(A×C)=({2,0},{2,1},{3,0},{3,1})n({2,1},{2,2},{3,1},{3,2}

(A×B)n(A×C)=({2,1},{3,1})

hence, The value of A×(BnC)=(A×B)n(A×C)=({2,1},{3,1}) and it's proved.