Question

Вася сложил 140 кубиков в коробку прямоугольной формы,несколько слоёв оказались заполнены полностью.длина и ширина прямоугольника состояла более чем из одного кубика .затем взял ещё 105 кубиков и заполнил полностью ещё нескольков слоёв.сколько всего слоёв кубиков получилось в коробке?

Answer 1

140 и 105 делятся на 7 и на 5 и на 1
7*5 = 35
140 : 35 = 4
105 : 35 = 3
Ответ:7

Answer 2

Problem Analysis

Vasya has filled a rectangular box with 140 cubes. Some layers of the box are completely filled. Then he added 105 more cubes and filled several more layers completely. We need to determine the total number of layers of cubes in the box.

Solution

Let's assume the length of the rectangular box is L, the width is W, and the height is H. We know that the number of cubes in the box is 140 + 105 = 245.

To find the total number of layers, we need to divide the total number of cubes by the number of cubes in each layer.

The number of cubes in each layer can be calculated by multiplying the length, width, and height of the box.

Let's solve this step by step:

1. Calculate the number of cubes in each layer: - Number of cubes in each layer = L * W * H

2. Calculate the total number of layers: - Total number of layers = Total number of cubes / Number of cubes in each layer

Let's calculate the number of cubes in each layer and the total number of layers.

Calculation

Given: - Number of cubes = 245

We need to find: - Number of cubes in each layer - Total number of layers

Calculation of Number of Cubes in Each Layer

We don't have the exact dimensions of the box, so we cannot calculate the number of cubes in each layer. We need more information to proceed with the calculation.

Please provide the dimensions of the box (length, width, and height) so that we can calculate the number of cubes in each layer and the total number of layers.