Code Explanation:
Importing reduce from functools
from functools import reduce
The reduce() function applies a binary function (a function that takes two arguments) cumulatively to the items of a sequence.
In simple words: it reduces a list to a single value by repeatedly combining its elements.
Example: reduce(lambda a, b: a + b, [1, 2, 3]) → ((1+2)+3) → 6.
Importing the operator module
import operator
The operator module provides function equivalents of built-in arithmetic operators.
For example:
operator.add(a, b) → same as a + b
operator.mul(a, b) → same as a * b
operator.pow(a, b) → same as a ** b
This makes code cleaner when passing operator functions into higher-order functions like reduce().
Creating a list of numbers
nums = [3, 5, 2]
Here, we define a list named nums containing three integers: 3, 5, and 2.
This list will be used for performing calculations later.
Using list comprehension to square each number
[n**2 for n in nums]
This creates a new list by squaring every element of nums.
3**2 = 9
5**2 = 25
2**2 = 4
So the resulting list becomes: [9, 25, 4].
Reducing (adding) all squared values
res = reduce(operator.add, [n**2 for n in nums])
This line adds all squared numbers using reduce() and operator.add.
The reduce process works like this:
Step 1: operator.add(9, 25) → 34
Step 2: operator.add(34, 4) → 38
The final result stored in res is 38.
Printing the remainder of division
print(res % len(nums))
len(nums) → number of elements in the list → 3.
res % len(nums) → remainder when 38 is divided by 3.
38 ÷ 3 = 12 remainder 2.
So the output is 2.
Final Output
2


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