A set, S, with a binary operation, ~, defined on it has an identity (with respect to the operation) if there is an element, i, in S such that for all x in S,x ~ i = x = i ~ x.
For example, when ~ is addition, i is denoted by 0, and when ~ is multiplication, i is denoted by 1.
The multiplicative property is the fact that any number multiplied by one will stay the same. i.e. x(1)=x
what does property look like
The identity property, of a set S and a binary operation # states that there exists, in S an element i such that for any element x is S,x # i = i # x = xIf S is the set of Integers, Rationals, Reals and the operator is addition, then the additive identity is the number 0. If the operation is multiplication, the multiplicative identity is 1.
what dose finn look like
what does the Cuban flag look like
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green
Green
a circle
It looks like a snake! :)
looks like coal
How dose the north amarica map look like