Average speed = Distance/Time = 2.5 miles/15 minutes = 10 miles per hour
200 miles / 4 hours = 50 mph
0 (apex)
velocity=500 miles per hour
Simply divide the distance by the speed. The answer, in this case, will be in hours.
The moon's average velocity around Earth is about 2,288 miles per hour.
To find Julie's average velocity, we first need to determine the total distance she ran. 8 laps around a quarter-mile track is 2 miles (8 laps * 0.25 miles/ lap). Then, we can divide this distance by the total time to get her average velocity, which is 2 miles / 18 minutes = 0.11 miles per minute.
To find the average velocity, we need to know the total distance Julie ran. If she ran eight laps around a quarter-mile track, she covered a total distance of 2 miles. To calculate the average velocity, divide the total distance by the total time taken: 2 miles / 18 minutes = 0.111 miles per minute.
It depends on your average velocity.
The average overhand throw velocity for Division 1 softball players is around 60-70 miles per hour. This velocity can vary depending on the position of the player and their level of experience and training.
You say the track is 400m, then ask how far you have run after 18 laps. Your distance is 2 miles. Your average speed is 9min per mile. apex- 0
The average sneeze velocity is around 100 miles per hour. This is faster than coughing, which typically reaches speeds of 50 miles per hour, but slower than vomiting, which can reach speeds of up to 100 miles per hour.
66,000
Julie's average velocity was 2 miles per hour. This is calculated by dividing the total distance (2 miles) by the total time (1 hour, as there are 60 minutes in one hour).
Mike's average velocity would be 56 miles per hour. This is calculated by dividing the total distance (14 miles) by the total time taken (15 minutes, converted to hours by dividing by 60).
Average speed = Distance/Time = 2.5 miles/15 minutes = 10 miles per hour
Julie's average velocity was 5 m/s. (Velocity = distance / time = 8 laps x 0.25 miles per lap / 18 minutes = 5 m/s)