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write each set in roster form and in set-builder notation R is the set of even natural numbers that are less than 2
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there are no even natural numbers less than 2, unless you call 0 natural which most do not. so {} is the set builder notation
roster \[\{n\in N\space| \space n<2\}\\r\\\{n|n<2,n\in N\}\]
that should say or*
@danielbarrios understand?
0 is a natural number?
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or no
no
some argue that it is, but its not...
so you are dealing with the empty set
thanks
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np
{n|n<2,n in N} is still empty, but now we can see why. If we just used {} we would not know why it is empty...this is one way of thinking about it.
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