150 metres - 0 metres = 150 metres ( The distance travelled)
The distance an object travels along a given path is determined by calculating the length of the path covered from the starting point to the ending point. This can be measured in meters, kilometers, or any other unit of distance depending on the context.
The distance that food travels in your digestive tract is about 10 meters.
In a vacuum, light will travel 299,792,458 meters in one second.
To find the displacement of the ship from its starting point, we can use the Pythagorean theorem. If the ship travels a certain number of meters south and then kilometers west, we first convert all distances to the same unit (either meters or kilometers). The displacement is then the square root of the sum of the squares of the southward and westward distances, giving us the straight-line distance from the starting point to the final position.
As the question is, the answer is 7 meters (3 + 4). If the question was meant to ask the distance (D) travelled in a straight line from the starting point then the two legs of the journey represent the two legs of a right angled triangle. Using Pythagoras' Theorem, D2 = 32 + 42 = 9 + 16 = 25 D = √25 = 5 meters.
Distance = Rate * Timeso,Rate(speed) = Distance/Time= 112 meters/4 seconds= 28 meters/second
Divide the distance by the time. Answer will be in meters/second in this case.
It is approx 7.7*1013 metres.
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.
If you divide the distance by the time, you'll get the speed - in this case, in meters/second.
In a second, light travels about 300,000 km., or 3x108 meters.
That's the approximate length of a light-year - the distance that light travels in a year.