Вот несколько методов решения квадратного уравнения с использованием Python, а также примеры кода:

1. Использование квадратичной формулы:

   import cmath
   def solve_quadratic_formula(a, b, c):
   # Calculate the discriminant
   discriminant = cmath.sqrt(b2 - 4*a*c)
   # Compute the solutions using the quadratic formula
   x1 = (-b + discriminant) / (2*a)
   x2 = (-b - discriminant) / (2*a)
   return x1, x2
   # Example usage
   a = 1
   b = -3
   c = 2
   x1, x2 = solve_quadratic_formula(a, b, c)
   print("Solution 1:", x1)
   print("Solution 2:", x2)

2. Использование метода факторизации:

   def solve_by_factorization(a, b, c):
   # Factorize the quadratic equation
   factors = (a, b, c)
   for i in range(2, abs(c) + 1):
       if c % i == 0:
           factors = (factors[0] / i, factors[1] / i, factors[2] / i)
   # Extract the solutions from the factors
   x1 = -factors[0] / factors[2]
   x2 = -factors[1] / factors[2]
   return x1, x2
   # Example usage
   a = 1
   b = -3
   c = 2
   x1, x2 = solve_by_factorization(a, b, c)
   print("Solution 1:", x1)
   print("Solution 2:", x2)

3. Использование библиотеки NumPy:

   import numpy as np
   def solve_with_numpy(a, b, c):
   # Create an array of coefficients
   coefficients = np.array([a, b, c])
   # Use the roots() function from NumPy to calculate the solutions
   solutions = np.roots(coefficients)
   return solutions
   # Example usage
   a = 1
   b = -3
   c = 2
   solutions = solve_with_numpy(a, b, c)
   print("Solutions:", solutions)