Complete the code to import the differential_evolution function from scipy.optimize.
from scipy.optimize import [1] result = differential_evolution(lambda x: x**2, [(-5, 5)]) print(result.fun)
The differential_evolution function is imported from scipy.optimize to perform global optimization.
Complete the code to define the bounds for the variable x in the differential evolution optimizer.
bounds = [[1]] result = differential_evolution(lambda x: (x[0]-3)**2, bounds) print(result.x)
The bounds define the search space for the variable x. Here, (-5, 5) allows the optimizer to search between -5 and 5.
Fix the error in the code by completing the blank with the correct attribute to get the minimum value found.
result = differential_evolution(lambda x: (x[0]+1)**2, [(-3, 3)]) minimum_value = result.[1] print(minimum_value)
The fun attribute of the result object holds the minimum value of the function found by the optimizer.
Fill both blanks to create a dictionary comprehension that maps each number to its square only if the number is greater than 2.
squares = {x: x[1]2 for x in range(1, 6) if x [2] 2}
print(squares)The operator ** is used for exponentiation (square), and > filters numbers greater than 2.
Fill all three blanks to create a dictionary comprehension that maps each word in the list to its length only if the length is greater than 3.
lengths = { [1]: [2] for word in words if len(word) [3] 3}
print(lengths)The dictionary maps each word to its len(word) only if the length is greater than 3.