On Z^+
define * by
a *b =a is * a binary
operation ? Justity.
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Explanation:
On Z+,* is defined by a * b = a. It is seen that for each a, b ∈ Z+, there is a unique element a in Z+. This means that * carries each pair (a, b) to a unique element a * b = a in Z+. Therefore, * is a binary operation.
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