To calculate the speed of the elk, you would use the formula: speed = distance/time. In this case, the distance covered is 100 meters and the time taken is 5 seconds. So, the speed of the elk would be 100 meters / 5 seconds = 20 meters per second. Therefore, the elk is running at a speed of 20 meters per second.
Use the formula: Speed = distance / time. If you divide meters / seconds, the speed will obviously be in meters/second.
To find the distance covered by Ashley, you can use the formula: distance = speed × time. Given her speed of 6.5 meters per second and a time of 3 seconds, the distance is 6.5 m/s × 3 s = 19.5 meters. Therefore, Ashley covers a distance of 19.5 meters while running to first base.
In the metric system, speed is measured in meters per second. So the average speed of the greyhound is 301 meters / 16.96 seconds = 17.747641509433962 m/s, approximately.
11.875 m/s
s=d/ts= 100 / 12s= 8.33ms-1
Speed = (distance traveled) divided by (time to cover the distance) Speed = (50 meters) / (2 seconds) Speed = 50 meters per 2 seconds Speed = 25 meters per second
The formula to find speed in meters per second is: Speed (m/s) = Distance (m) / Time (s). This formula calculates the rate at which an object covers distance in meters per unit of time in seconds.
what is the speed of a rocket that travels 9000 meters in 12.12 seconds
Running 100 meters in 12.5 seconds is equivalent to running at a speed of 22.4 miles per hour.
speed is distance/time 23.7/54 = 0.44 m/sec
To calculate the distance traveled in 3 minutes running at a rate of 6 meters per second, first convert 3 minutes to seconds (3 minutes = 180 seconds). Then, multiply the speed (6 meters per second) by the time (180 seconds) to find the total distance. Therefore, the distance traveled would be 6 meters/second x 180 seconds = 1080 meters.
To find the speed of the plane, you can use the formula: speed = distance/time. In this case, the distance is 395,000 meters and the time is 9,000 seconds. Therefore, the speed is 395,000 meters ÷ 9,000 seconds, which equals approximately 43.89 meters per second.