Question

От бархана одновременно в противоположных на правлениях отошли два одногорбых верблюда со скоростью 12 м/с и 10 м/с. Какой путь прошел каждый верблюд, ког да расстояние между ними стало 264 м?

Answer 1

12+10 =22 м/с -общ.скорость
264 :22= 12 мин -были в пути
12 х 12 =144м -первый верблюд
12 х10 =120м  - второй верблюд

Answer 2

12+10=22;264÷22=12ну вроди так

Answer 3

Calculating the Distance Traveled by Each Camel

To calculate the distance traveled by each camel, we can use the formula:

Distance = Speed × Time

Given: - Speed of the first camel = 12 m/s - Speed of the second camel = 10 m/s - Distance between the camels = 264 m

Let's denote: - Distance traveled by the first camel as D1 - Distance traveled by the second camel as D2

We can use the formula to find the time it takes for the camels to reach the given distance.

First, we need to find the time it takes for the camels to reach the given distance.

The time taken by both camels to reach the given distance can be calculated using the formula:

Time = Distance / Relative Speed

Where the relative speed is the difference in the speeds of the two camels.

Calculating the Time Taken by the Camels

The relative speed of the camels is: Relative Speed = Speed of the first camel - Speed of the second camel

Let's calculate the relative speed and then use it to find the time taken by the camels.

Relative Speed = 12 m/s - 10 m/s = 2 m/s

Now, we can calculate the time taken by the camels to reach the given distance.

Time = 264 m / 2 m/s Time = 132 s

Calculating the Distance Traveled by Each Camel

Now that we have the time, we can calculate the distance traveled by each camel using the formula:

Distance = Speed × Time

Let's calculate the distance traveled by each camel.

For the first camel: D1 = 12 m/s × 132 s D1 = 1584 m

For the second camel: D2 = 10 m/s × 132 s D2 = 1320 m

Conclusion

Therefore, the first camel traveled 1584 meters, and the second camel traveled 1320 meters when the distance between them became 264 meters.