1 km = 1,000 meters
1 hr = 3,600 seconds
(1 km/hr) x (1,000 m/km) x (1 hr / 3,600 sec)
= (1,000 / 3,600) (km - m - hr) / (hr - km - sec) = 0.2777 m/s (rounded, repeating)
The equation used to calculate the distance something travels is given below . we know, speed = distance /time . distance = speed X time in meters /km /or any other unit of length.
525
The distance it travels and how long it took to travel that far. To calculate speed you do (total distance traveled)/(total time taken)
Because distance/time = the speed at which something travels.
The problem/question can not be solved, because to calculate the speed of the rocket you need the distance done by the rocket and the time interval.
The equation used to calculate the distance something travels is given below . we know, speed = distance /time . distance = speed X time in meters /km /or any other unit of length.
525
The distance it travels and how long it took to travel that far. To calculate speed you do (total distance traveled)/(total time taken)
The distance it travels and how long it took to travel that far. To calculate speed you do (total distance traveled)/(total time taken)
Because distance/time = the speed at which something travels.
That depends on the speed. Divide the distance by the speed to calculate this.That depends on the speed. Divide the distance by the speed to calculate this.That depends on the speed. Divide the distance by the speed to calculate this.That depends on the speed. Divide the distance by the speed to calculate this.
The problem/question can not be solved, because to calculate the speed of the rocket you need the distance done by the rocket and the time interval.
Its speed is the distance it travels per unit time.
Speed = Distance / Time
time = distance ÷ speed
Not enough information. You also need to know how much the acceleration is. Once you know that, calculate the final speed, then calculate the average speed as (initial speed + final speed) / 2, and multiply that by the time to get the distance.
determine the units of a caterpillar's speed if you measure the distance the caterpillar travels in centimeters and the time it takes to travels this distance in minute