With the help of singularityintegrate() method, we can get the definite integral of the singularity functions and return the integrated function by using this method.
Syntax : singularityintegrate(f, x)
Return : Return the definite integral of function.
Example #1 :
In this example we can see that by using singularityintegrate() method, we are able to get the definite integral of a singularity function by using this method and return the integrated function.
Python3
# import singularityintegrate from sympy.integrals.singularityfunctions import singularityintegrate from sympy import SingularityFunction, symbols, Function x, a, n, y = symbols('x a n y') f = Function('f') # Using singularityintegrate() method gfg = singularityintegrate(SingularityFunction(x**2 + 1, a, 2), x) print(gfg) |
Output :
SingularityFunction(x**2 + 1, a, 3)/3
Example #2 :
Python3
# import singularityintegrate from sympy.integrals.singularityfunctions import singularityintegrate from sympy import SingularityFunction, symbols, Function x, a, n, y = symbols('x a n y') f = Function('f') # Using singularityintegrate() method gfg = singularityintegrate(SingularityFunction(x**3, 4, -2), x) print(gfg) |
Output :
SingularityFunction(x**3, 4, -1)
