Seismic waves
The seismic waves of an earthquake travel faster than the winds of a tornado. But this is not what makes earthquakes destructive.
seisemic
hey travel through p waves and other ones too
You can travel 2.375 miles.
The typical velocity of S-waves in the Earth's crust ranges from about 3 to 8 km/s. Within the first 4 minutes of travel, the S-waves could have propagated tens or hundreds of kilometers, depending on the exact velocity and path.
Change of velocity / time = average acceleration.
You can calculate average speed by dividing the total distance travelled by the total time of travel. To go from speed to velocity, you would also need to determine the vector (direction of travel).
That cannot be answered unless the velocity is known.
Assuming that you travel 882 feet in a straight line, the average velocity is 882.5 = 176.4 feet per second.
It would depend on what that velocity was.
Average velocity is defined as the change in position of an object divided by the time taken to undergo that change. It gives a measure of how fast an object is moving in a particular direction over a given time interval. Mathematically, it is represented as: average velocity = (final position - initial position) / time.
distance (s) = velocity (v) x time (t). If you travel v mph for t minutes you travel v x t/60 miles
Change the minutes to hours, so the units are common. Velocity = distance / time, so distance = velocity * time = 65 * 3 = 195 miles
Displacement is equal to average velocity multiplied by the change in time because average velocity is defined as the change in displacement divided by the change in time. Therefore, rearranging this expression gives the displacement formula as average velocity multiplied by change in time.
1.03 mpb
Velocity = Distance / Time Velocity is defined as the change in Distance travelled over the Time taken to travel across it at this average rate of velocity. Therefore, average velocity and time are inversly proportional to one another, while distance is directly proportional to both time and velocity, and vice versa. At a fixed velocity, the travel time increases as the distance becomes longer; if the distance is fixed, then the velocity must become greater to make the time shorter.