Question

Вышло так, что 11 программист(-ов) живут вдоль одной прямой улицы, причём все их дома находятся с одной стороны от дороги. Расстояния между домами могут быть разными, могут — одинаковыми. Номера домов идут по порядку, начиная с единицы. Один из программистов высчитал, до какого дома сумма расстояний от всех других будет наименьшей, и предложил встретиться для настольной игры там. Что это за дом? (В ответе укажи номер.) Ответ: ПОМОГИТЕ ПОЖАЛУЙСТА

Answer 1

Объяснение: 11 - 1 = 10 (округлили до десятка)

10 : 2 = 5

И возвращаем 1, 5 + 1 = 6 => 6 является серединой из 11 домов

Ответ: Дом №6

(7Д)

Answer 2

Problem Analysis

We are given that 11 programmers live along a straight road, with their houses located on one side of the road. The distances between the houses may vary, and the house numbers start from 1. One of the programmers wants to find the house where the sum of the distances from all the other houses is the smallest. We need to determine the number of that house.

Solution

To find the house with the smallest sum of distances from all the other houses, we can calculate the total distance from each house to all the other houses and then find the house with the minimum total distance.

Let's assume the houses are numbered from 1 to 11, and the distances between the houses are given by the array `distances`.

We can use a nested loop to calculate the total distance from each house to all the other houses. The outer loop will iterate over each house, and the inner loop will calculate the distance from the current house to all the other houses.

Here's the code to solve the problem:

distances = [10, 5, 3, 8, 2, 7, 1, 9, 4, 6, 11]  # Example distances, replace with actual values

min_total_distance = float('inf')  # Initialize the minimum total distance to infinity
min_distance_house = -1  # Initialize the house number with the minimum total distance

for i in range(len(distances)):
    total_distance = 0  # Initialize the total distance for the current house
    
    for j in range(len(distances)):
        if i != j:
            total_distance += abs(distances[i] - distances[j])  # Calculate the distance between the current house and the other houses
    
    if total_distance < min_total_distance:
        min_total_distance = total_distance
        min_distance_house = i + 1  # House numbers start from 1, so add 1 to the index

min_distance_house  # The house number with the minimum total distance

Using this code, we can find the house number with the minimum total distance. However, we need the actual distances between the houses to provide a specific answer. Please provide the distances between the houses, and I will be able to give you the exact house number.