The function
gcd() provides the direct way to compute Greatest Common Divisor for polynomials.That is, for polynomials f and g, it computes GCD.
Syntax: sympy.gcd(f, g) Return: GCD of given polynomials
Example #1:
# import sympy from sympy import * f = (12 * x + 12)*x g = 32 * x**2 # Using sympy.gcd() method gfg = gcd(f, g) print(gfg) |
Output:
4*x
Example #2:
# import sympy from sympy import * f = 3 * x**2 / 2g = 9 * x / 4 # Using sympy.gcd() method gfg = gcd(f, g) print(gfg) |
Output:
x
… [Trackback]
[…] Find More Info here to that Topic: geeksforgeeks.org/python-sympy-gcd-method-2/ […]
… [Trackback]
[…] Info to that Topic: geeksforgeeks.org/python-sympy-gcd-method-2/ […]
… [Trackback]
[…] Read More on that Topic: geeksforgeeks.org/python-sympy-gcd-method-2/ […]
… [Trackback]
[…] Find More to that Topic: geeksforgeeks.org/python-sympy-gcd-method-2/ […]
… [Trackback]
[…] Info to that Topic: geeksforgeeks.org/python-sympy-gcd-method-2/ […]
… [Trackback]
[…] Here you will find 66639 more Info to that Topic: geeksforgeeks.org/python-sympy-gcd-method-2/ […]