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Pascal’s triangle is a powerful rotational definition that expresses the coefficients of development of the polynomial (x + a). Every component of a triangle has a direction, provided its current request and its situation in the line (you can call its section).
Pascal Triangle Recursion Python Script
import sys
# Recursive method to create the mathematical series
def pascal(col,row):
if(col == 0) or (col == row):
return 1
else:
return pascal(col-1,row-1) + pascal(col,row-1)
# Method returns the results of n rows in the triangle
def PascalTriangle(num):
if (num <= 0):
print('Number must be greater than zero')
for r in range(num):
for c in range(r+1):
sys.stdout.write(str(pascal(c,r))+' ')
sys.stdout.write('\n')
#Test Section
PascalTriangle(10)Final Words
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