Question

Срочно! На одной стоянке число автомобилей — 54, на другой — на 3 меньше, а на третьей — в 2 раза больше, чем на первой. Сколько всего автомобилей на трёх стоянках? Возможно ли все эти автомобили распределить по трём стоянкам так, чтобы автомобилей на них стало поровну? Ответ: всего автомобилей на трёх стоянках — шт., распределить это количество автомобилей поровну по трём стоянкам .

Answer 1

Ответ:

213 автомобилей в общем, по 71 машине на 1 стоянку

Пошаговое объяснение:

54

54-3=51

54*2=108

108+54+51=213

213/3=71

Answer 2

1)54-3=51

2)54×2=108

3)54+51+108=213

4)213:3=71

Ответ:Да,можно

Answer 3

Calculating the Total Number of Cars on Three Parking Lots

To calculate the total number of cars on the three parking lots, we can use the information provided.

Let's denote: - The number of cars on the first parking lot as x, - The number of cars on the second parking lot as x - 3 (3 less than the first parking lot), - The number of cars on the third parking lot as 2x (twice the number on the first parking lot).

We can then form the equation: x + (x - 3) + 2x = 54

Solving for x: 4x - 3 = 54 4x = 57 x = 14.25

Since the number of cars cannot be a fraction, it seems there might be an error in the given information. Let's check if it's possible to distribute the cars evenly among the three parking lots.

Possibility of Distributing the Cars Evenly

Given the current information, it's not possible to distribute the cars evenly among the three parking lots because the total number of cars is not divisible by 3 without a remainder.

Therefore, the total number of cars on the three parking lots cannot be distributed equally.

In conclusion, the total number of cars on the three parking lots is 54 cars, and it's not possible to distribute these cars equally among the three parking lots.