Question

У малыша Феди есть 10 красных кубиков, 15 синих и 30 зеленых. Он строит башню, ставя их друг на друга так, чтобы соседние кубики в башне были разных цветов. Какова наибольшая высота башни, которую он сможет построить следуя таким правилам?

Answer 1

30+10+15=55 вот и ответ

Answer 2

Building the Tower

To determine the maximum height of the tower that Fedi can build while following the given rules, we need to consider the number of cubes of each color he has.

According to the information provided, Fedi has: - 10 red cubes - 15 blue cubes - 30 green cubes

Fedi needs to stack the cubes on top of each other in a way that neighboring cubes in the tower are of different colors.

To maximize the height of the tower, Fedi should start with the color that has the most cubes. In this case, he should start with the green cubes, as he has the most of them.

Fedi can then alternate between the remaining two colors, red and blue, for the subsequent layers of the tower.

Calculation

To calculate the maximum height of the tower, we need to determine the number of layers that can be built using the available cubes.

Since Fedi needs to alternate between red and blue cubes for each layer, the number of layers will be limited by the color with the fewer number of cubes.

In this case, Fedi has 10 red cubes and 15 blue cubes. Therefore, he can build a maximum of 10 layers.

Conclusion

The maximum height of the tower that Fedi can build while following the given rules is 10 layers.

Please note that the provided answer is based on the information given and assumes that Fedi will use all the available cubes.