Question

К приезду Гулливера два взвода солдат расчистили прямоугольный двор замка. Длина двора 60 м, ширина 20 м. В одном взводе 22 гвардейца, в другом 18. Сколько квадратных метров расчистит каждый взвод, если работу распределить поровну среди гвардейцев?

Answer 1

1)60820=1200(кв.м)-площадь двора
2)22+18=40(гврд) -всего гвардейцев \
3)1200:40=30(кв.м ) - на одного гвардейца
4)30*22=660(кв.м) -расчистил первый взвод
5) 1200-660=540(кв.м)- расчистил 2-й взвод  ( или 18*30=540(кв.м))

Answer 2

Calculating the Cleared Area for Each Platoon

Upon Gulliver's arrival, two platoons of soldiers cleared the rectangular courtyard of the castle. The courtyard has a length of 60 meters and a width of 20 meters. One platoon consists of 22 guards, while the other consists of 18 guards. To determine the area cleared by each platoon, we can calculate the total area of the courtyard and then distribute it evenly among the guards in each platoon.

The total area of the courtyard can be calculated using the formula: Total Area = Length × Width

Substituting the given values: Total Area = 60m × 20m = 1200 square meters

Now, to find the area cleared by each platoon, we can divide the total area by the total number of guards in each platoon.

For the platoon with 22 guards: Area per Guard = Total Area / Number of Guards Area per Guard = 1200 square meters / 22 guards ≈ 54.55 square meters per guard

For the platoon with 18 guards: Area per Guard = Total Area / Number of Guards Area per Guard = 1200 square meters / 18 guards ≈ 66.67 square meters per guard

Therefore, if the work is evenly distributed among the guards in each platoon, each guard in the first platoon would clear approximately 54.55 square meters, and each guard in the second platoon would clear approximately 66.67 square meters.

This calculation assumes an even distribution of work among the guards in each platoon.