Question

Саша и Юра построили по башне из кубиков.Оье башни имеют квадратное основание и составлены из одинакового количества кубиков.Сторона основания Юриной башни в 4 раза больше чем у Машиной.Во сколько Сашина башня выше Юриной

Answer 1

Объём обоих башен одинаков, т.к. количество кубиков одинаковое.
Поэтому:
a*b*h -Саша
4а*4b*h- Юра
чтобы уровнять высота должна быть в 16 раз больше
а*b*16h=4a*4b*h

Answer 2

Problem Analysis

Sasha and Yura have built towers out of cubes. The towers have square bases and are made up of the same number of cubes. The side length of Yura's tower base is 4 times larger than the side length of Masha's tower base. We need to determine how much taller Sasha's tower is compared to Yura's tower.

Solution

To find the height difference between Sasha's and Yura's towers, we need to compare the heights of their towers. Since both towers have the same number of cubes, the height of a tower is directly proportional to the side length of its base.

Let's assume the side length of Masha's tower base is x. Then, the side length of Yura's tower base is 4x.

To find the height of Sasha's tower, we need to know the ratio of the side lengths of the bases to the heights of the towers. Unfortunately, the problem statement does not provide this information. Therefore, we cannot determine the exact height difference between Sasha's and Yura's towers without additional information.

If we assume that the height of a tower is equal to the side length of its base, then Sasha's tower would be 4x units taller than Yura's tower.

However, this assumption may not be accurate, as the problem statement does not explicitly state the relationship between the side length of the base and the height of the tower.

Therefore, without further information, we cannot determine the exact height difference between Sasha's and Yura's towers.

Conclusion

Based on the given information, we cannot determine the exact height difference between Sasha's and Yura's towers. The problem statement does not provide enough information about the relationship between the side length of the base and the height of the tower.