There isn't a specific shorthand for nth root in Python, but you can use the power operator (**) along with fractional exponents to calculate nth roots.
Here's an example:
# Calculate the square root (n=2) of x x = 16 square_root = x ** (1/2) print(f"Square root of {x}: {square_root}") # Calculate the cube root (n=3) of x cube_root = x ** (1/3) print(f"Cube root of {x}: {cube_root}") In the example above, (1/2) represents the square root, and (1/3) represents the cube root. You can replace these values with (1/n) to calculate the nth root.
If you frequently need to calculate nth roots, you might define a function to make it more readable:
def nth_root(x, n): return x ** (1/n) # Example usage x = 16 fourth_root = nth_root(x, 4) print(f"Fourth root of {x}: {fourth_root}") This function takes x and n as parameters and calculates the nth root of x.
"Python nth root shorthand"
x = 16 nth_root = x ** (1/n)
**) with the formula x ** (1/n)."Python nth root function"
from math import pow x = 16 nth_root = pow(x, 1/n)
pow function from the math module to calculate the nth root of x."Shortcut for nth root in Python"
from math import pow x = 16 nth_root = pow(x, 1/n)
pow function to find the nth root of x."Python shorthand for square root"
from math import sqrt x = 16 square_root = sqrt(x)
sqrt function from the math module for finding the square root, which is a special case of the nth root."Python nth root using exponentiation"
x = 16 nth_root = x ** (1/n)
**) to calculate the nth root of x in Python."Calculate nth root in Python without math module"
x = 16 nth_root = x ** (1/n)
math module, relying solely on the exponentiation operator."Python nth root using fractions"
from fractions import Fraction x = 16 nth_root = Fraction(x) ** (1/n)
Fraction class from the fractions module to calculate the nth root with fractional precision."Python nth root using numpy"
import numpy as np x = 16 nth_root = np.power(x, 1/n)
np.power function from the NumPy library to calculate the nth root of x."Python shorthand for cube root"
x = 27 cube_root = x ** (1/3)
"Python nth root using logarithm"
import math x = 16 nth_root = math.exp(math.log(x) / n)
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