In the given sets, working operations ** is defined, check whether ** is binary or not ? Justify your answer. (i) In Z^(+), a**b=a-b (ii) In Z^(+), a**b=ab (iii) In R, a**b=ab^(2) (iv) In Z^(+), a**b=|a-b| (v) In Z^(+), a*b=a (vi) In Z^(+), a**b=a-3b

In the given sets, working operations ** is defined, check whether **

1.	In the given sets, working operations is defined, check whether is binary or not ? Justify your answer. (i) In Z^(+), ab=a-b (ii) In Z^(+), ab=ab (iii) In R, ab=ab^(2) (iv) In Z^(+), ab=\|a-b\| (v) In Z^(+), ab=a (vi) In Z^(+), a*b=a-3b
Answer» ANSWER :(II),(iii),(IV),(v) are BINARY

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In the given sets, working operations is defined, check whether is binary or not ? Justify your answer. (i) In Z^(+), ab=a-b (ii) In Z^(+), ab=ab (iii) In R, ab=ab^(2) (iv) In Z^(+), ab=|a-b| (v) In Z^(+), a*b=a (vi) In Z^(+), a**b=a-3b

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