I am writing a program that must find if a number is even or not. It needs to follow this template. I can get it to find if a number is even or not recursively
The key is that you need to return a boolean value:
def isEven(num):
if (num <= 0):
return (num == 0)
return isEven(num-2)
For larger numbers though this quickly exceeds the default maximum recursion depth for Python. That can be remedied by calling sys.setrecursionlimit(n)
where n
is the number of recursive calls you want to allow. n
in turn is limited by the platform you are on.
Try this, it works for integer values with 0 <= n <= sys.getrecursionlimit()-2
:
def even(n):
return True if n == 0 else odd(n - 1)
def odd(n):
return False if n == 0 else even(n - 1)
It's a nice example of a pair of mutually recursive functions. Not the most efficient way to find the answer, of course - but nevertheless interesting from an academic point of view.
This template will help. You need to fill in the commented lines. The one you have in the question won't work - you aren't passing anything into isEven
. This will only work if n >= 0
, otherwise it will crash your program. Easy enough to fix if you ever need to deal with negative numbers.
def isEven(n):
if n == 0:
# Number is even
elif n == 1:
# Number is odd
else:
# Call the function again, but with a different n
A really dumb use case for recursion, but here is my version anyway
import random
def isEven(num):
if random.random() < 0.5:
# let's learn about recursion!
return isEven(num)
else:
# let's be sane!
return num % 2 == 0
disclaimer: if you submitted this you'd probably tick off the teacher and come across as a smartypants.
Taking up wim's challenge to find a "different" way to do this: The prototypical recursive pattern is foo(cdr(x))
, with a base case for the empty list
… so let's write it around that:
def isEven(num):
def isEvenLength(l):
if not l:
return True
return not isEvenLength(l[1:])
return isEvenLength(range(num))
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