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2 . Using the second recursive definition of the set EVEN, how many different ways can we prove that 1 4 is in EVEN? 3
Using the second recursive definition of the set EVEN, how many different
ways can we prove that is in EVEN?
Using the second recursive definition of EVEN, what is the smallest
number of steps required to prove that is EVEN? Describe a good
method for showing that n is in EVEN.
Show that the following is another recursive definition of the set EVEN.
Rule and are in EVEN.
Rule If x is in EVEN, then so is x
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