Question

В многоэтажном доме между каждыми двумя соседними этажами одинаковое количество ступенек. С первого этажа до третьего надо пройти 36 ступенек. Сколько ступенек надо пройти с первого этажа до шестого?

Answer 1

1)36*3=108(ступенек)-надо пройти от 1 этажа до 6 
ответ:108 ступенек

Answer 2

Calculation of the Number of Steps

To calculate the number of steps needed to go from the first floor to the sixth floor in a multi-story building, we can use the information given that the number of steps between each pair of adjacent floors is the same.

Given that it takes 36 steps to go from the first floor to the third floor, we can assume that the number of steps between the first and second floor is the same as the number of steps between the second and third floor.

Let's denote the number of steps between each pair of adjacent floors as x.

To go from the first floor to the third floor, we need to climb 36 steps. This can be expressed as:

x + x = 36

Simplifying the equation, we have:

2x = 36

Dividing both sides of the equation by 2, we find:

x = 18

Therefore, there are 18 steps between each pair of adjacent floors.

To calculate the number of steps needed to go from the first floor to the sixth floor, we can add the number of steps between each pair of adjacent floors:

1st floor to 2nd floor: 18 steps 2nd floor to 3rd floor: 18 steps 3rd floor to 4th floor: 18 steps 4th floor to 5th floor: 18 steps 5th floor to 6th floor: 18 steps

Adding these steps together, we get:

18 + 18 + 18 + 18 + 18 = 90

Therefore, you would need to climb 90 steps to go from the first floor to the sixth floor in this building.