Question

Для поездки за город работникам завода было выделено несколько автобусов с одинаковым числом мест в каждом автобусе. 86 чел. поехали в лес, а 129 чел. поехали на озеро. Все места в автобусах были заняты, и ни одного человека не осталось без места. Сколько пассажиров было в каждом автобусе, и сколько автобусов всего было выделено? Ответ: каждом автобусе пассажиров было - ...чел., автобусов всего было выделено - ...шт.

Answer 1

Надо подобрать простые числа, на которые без остатка делятся 86 и 129.
Легче начать с числа 129. Находим: 1,3,43,129.
С числом 86 из этого списка совпадают только 1 и 43.
1 человек в автобусе исключаем, остаётся 43.
Значит, в каждом автобусе было по 43 человека, всего было 5 автобусов!

Answer 2

Ответ:

Пошаговое объяснение:

НОД 86 И 129=43 ЧЕЛОВЕКА В АВТОБУСЕ

(86+129)/43=5 АВТОБУСОВ

Answer 3

Calculating the Number of Passengers in Each Bus and the Total Number of Buses

To calculate the number of passengers in each bus and the total number of buses, we can use a system of equations based on the given information.

Let's assume: - x as the number of passengers in each bus going to the forest. - y as the number of passengers in each bus going to the lake. - a as the total number of buses.

We are given the following information: 1. 86 people went to the forest, and 129 people went to the lake. 2. All the seats in the buses were occupied, and no one was left without a seat.

Using this information, we can form the following equations: - Equation 1: x * a = 86 (Total passengers going to the forest) - Equation 2: y * a = 129 (Total passengers going to the lake) - Equation 3: x + y = total seats in a bus (Since all seats were occupied)

Let's solve these equations to find the values of x, y, and a.

Solving the Equations

From Equation 1: x * a = 86 From Equation 2: y * a = 129

We can see that 86 and 129 are not divisible by the same number, so we can't find a whole number solution for x and y. This means that the given information may not be consistent or there may be missing details required to solve the problem.

Without a consistent solution for x, y, and a, it's not possible to determine the exact number of passengers in each bus and the total number of buses based on the given information.

Therefore, based on the provided information, it's not possible to determine the exact number of passengers in each bus and the total number of buses.

If there are additional details or constraints that can be provided, I'd be happy to help solve the problem with the additional information.