Question

Воробей и ворона полетели с крыши в разных направлениях . ворона летела со скоростью 710м.мин а воробей 650 м мин какое растояние между воробьём и вороной будет через 2мин 30 сек если воробей вылетел на 2 мин ранше

Answer 1

710*2,30)+(650*4,30)

Answer 2

To find the distance between the sparrow and the crow after 2 minutes and 30 seconds, we need to calculate the distance each bird traveled during that time.

Given that the crow flew at a speed of 710 m/min and the sparrow flew at a speed of 650 m/min, we can calculate the distances traveled by each bird.

The crow flew for 2 minutes and 30 seconds, which is equivalent to 2.5 minutes. Therefore, the distance traveled by the crow is:

Distance traveled by the crow = Speed of the crow x Time taken by the crow Distance traveled by the crow = 710 m/min x 2.5 min = 1775 meters

Similarly, the sparrow flew for 2 minutes and 30 seconds, but it took off 2 minutes earlier than the crow. Therefore, the time taken by the sparrow is 2.5 minutes - 2 minutes = 0.5 minutes. The distance traveled by the sparrow is:

Distance traveled by the sparrow = Speed of the sparrow x Time taken by the sparrow Distance traveled by the sparrow = 650 m/min x 0.5 min = 325 meters

To find the distance between the sparrow and the crow after 2 minutes and 30 seconds, we subtract the distance traveled by the sparrow from the distance traveled by the crow:

Distance between the sparrow and the crow = Distance traveled by the crow - Distance traveled by the sparrow Distance between the sparrow and the crow = 1775 meters - 325 meters = 1450 meters

Therefore, the distance between the sparrow and the crow after 2 minutes and 30 seconds will be 1450 meters.

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