let A={3,5} and B={7,11}. let R={(a,b):a belongs to A,b belongs to B,a-b is odd}. show that R is an empty relation from A into B

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Anish Singhal · Answer

As all the elements of A and B are odd hence difference will always be an even number, so R is an empty relation.

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let A={3,5} and B={7,11}. let R={(a,b):a belongs to A,b belongs to B,a-b is odd}. show that R is an empty relation from A into B

let A={3,5} and B={7,11}. let R={(a,b):a belongs to A,b belongs to B,a-b is odd}. show that R is an empty relation from A into B

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let A={3,5} and B={7,11}. let R={(a,b):a belongs to A,b belongs to B,a-b is odd}. show that R is an empty relation from A into B

let A={3,5} and B={7,11}. let R={(a,b):a belongs to A,b belongs to B,a-b is odd}. show that R is an empty relation from A into B

1 Answers

Think You Can Provide A Better Answer ?

Other Related Questions on Algebra

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Answer and earn gift vouchers

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