Write function, hexagrenRecursion(), in recursive function for the hexagram in Problem 2. Key idea: break the hexagram evenly into six parts. If the number of repetition is larger than zero, draw one part. Call hexagramRecursion to draw the hexagram with remaining parts Here is a pseudocode. def hexagranRecursion(t, n): if a > 0: adraw one part sovet forward 100 steps turn t right 60 degrees move t forward 100 steps turn t left 120 degrees call hexagramRecursion with t and n-1. def main(): #call hexagramRecursion function to draw a hexagram if_name__main__': main() Warning: You must use recursion to implement the code.
Write function, hexagrenRecursion(), in recursive function for the hexagram in Problem 2. Key idea: break the hexagram evenly into six parts. If the number of repetition is larger than zero, draw one part. Call hexagramRecursion to draw the hexagram with remaining parts Here is a pseudocode. def hexagranRecursion(t, n): if a > 0: adraw one part sovet forward 100 steps turn t right 60 degrees move t forward 100 steps turn t left 120 degrees call hexagramRecursion with t and n-1. def main(): #call hexagramRecursion function to draw a hexagram if_name__main__': main() Warning: You must use recursion to implement the code.
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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![Write function, hexagramRecursion(), in recursive function for the hexagram in Problem 2. Key idea: break the hexagram evenly into six parts. If the number of repetition is larger than zero, draw one part. Call hexagramRecursion to draw the hexagram with remaining parts.
Here is a pseudocode.
def hexagramRecursion(t, n):
if n > 0:
#draw one part
movet forward 100 steps.
if
turn t right 60 degrees
move t forward 100 steps
turn t left 120 degrees
call hexagramRecursion with t and n-1.
def main():
#call hexagramRecursion function to draw hexagram
-- __main__
main()
Warning: You must use recursion to implement the code.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fefb44227-8073-4f7e-b70d-cf264441fef3%2F5ef24b58-5a3f-4451-ab29-1b04e5b70abd%2Fsp3vzev_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Write function, hexagramRecursion(), in recursive function for the hexagram in Problem 2. Key idea: break the hexagram evenly into six parts. If the number of repetition is larger than zero, draw one part. Call hexagramRecursion to draw the hexagram with remaining parts.
Here is a pseudocode.
def hexagramRecursion(t, n):
if n > 0:
#draw one part
movet forward 100 steps.
if
turn t right 60 degrees
move t forward 100 steps
turn t left 120 degrees
call hexagramRecursion with t and n-1.
def main():
#call hexagramRecursion function to draw hexagram
-- __main__
main()
Warning: You must use recursion to implement the code.
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