Complete the implementation for the recursive function repeat_digits, which takes a positive integer num and returns another integer that is identical to num but with each digit repeated. Fun Fact: We can compose and decompose numbers into hundreds, tens and ones to represent them as a sum, for example: 234 = 200 +30 + 4 = 2*100+ 3*10+4. Use this fact to complete this exercise def repeat_digits (num): www >>> repeat_digits (1234) 11223344 >>> repeat_digits (5) 55 >>> repeat_digits (96) 9966 num < 10 : return (num 10) + num ).+ ( if last_digit = n% 100 rest= n// 10 return (repeat_digits(rest) last_digit 10 V + last_digit) 1000
Complete the implementation for the recursive function repeat_digits, which takes a positive integer num and returns another integer that is identical to num but with each digit repeated. Fun Fact: We can compose and decompose numbers into hundreds, tens and ones to represent them as a sum, for example: 234 = 200 +30 + 4 = 2*100+ 3*10+4. Use this fact to complete this exercise def repeat_digits (num): www >>> repeat_digits (1234) 11223344 >>> repeat_digits (5) 55 >>> repeat_digits (96) 9966 num < 10 : return (num 10) + num ).+ ( if last_digit = n% 100 rest= n// 10 return (repeat_digits(rest) last_digit 10 V + last_digit) 1000
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Unique Answer
![Complete the implementation for the recursive function repeat_digits, which takes a positive
integer num and returns another integer that is identical to num but with each digit repeated.
Fun Fact: We can compose and decompose numbers into hundreds, tens and ones to represent
them as a sum, for example: 234= 200 + 30+ 4 = 2*100+ 3*10+ 4. Use this fact to complete this
exercise
def repeat_digits (num):
www
>>> repeat_digits (1234)
11223344
>>> repeat_digits (5)
55
>>> repeat_digits (96)
9966
num < 10
return (num 10) + num
✓). + (
www.
if
last_digit = n% 100.
rest= n// 10
return (repeat_digits(rest)
V
last_digit 10
* 1000
+ last_digit)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F5faf0e02-1bc8-4d77-b991-33354dc1fdb4%2F6e1a4d86-4f34-4a1c-b24d-45c768754b38%2F1t9yf3d_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Complete the implementation for the recursive function repeat_digits, which takes a positive
integer num and returns another integer that is identical to num but with each digit repeated.
Fun Fact: We can compose and decompose numbers into hundreds, tens and ones to represent
them as a sum, for example: 234= 200 + 30+ 4 = 2*100+ 3*10+ 4. Use this fact to complete this
exercise
def repeat_digits (num):
www
>>> repeat_digits (1234)
11223344
>>> repeat_digits (5)
55
>>> repeat_digits (96)
9966
num < 10
return (num 10) + num
✓). + (
www.
if
last_digit = n% 100.
rest= n// 10
return (repeat_digits(rest)
V
last_digit 10
* 1000
+ last_digit)
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