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  1. Distance travelled is the area under a speed : time graph. Figure VI.1 shows a speed : time graph for constant acceleration, and Equation 6.2.2 is obvious from a glance at the graph.

    • Introduction

      For faster motion, when laminar flow breaks up and the flow...

  2. Speed-Time graphs. For a speed-time graph, the area under the curve is the distance travelled. The gradient at any point on the curve equals the acceleration. Note, the acceleration is also the second derivative of a speed-time function. back to top. Equations of Motion. One of the equations of motion stems from the definition of acceleration:

  3. Distance vs Time Graph in Uniform Motion. The Distance vs Time graph is identical to the Position vs Time graph when the object is moving in the positive direction but it is flipped vertically when the object is moving towards negative.

  4. Average acceleration equals to the difference in speed over time. When we have two speeds we can calculate the acceleration during the time interval, t, by subtracting the initial speed from the final speed ( we get the change in speed ) and then dividing by the time to get the acceleration.

  5. acceleration is the gradient of the velocity-time graph; distance travelled is the area under the velocity-time graph. For example, consider the following problem. A vehicle accelerates uniformly from 6 metres per second at time t = 0 to 116 metres per second, taking 11 seconds to do so.

  6. How to Find Distance in Speed-Time Graph. The diagram below shows a speed-time graph of a car. A straight line indicates a constant speed for a length of time. In order to calculate distance traveled, you’ll need to consider the horizontal axis and vertical axis as length and breadth.

  7. With the distance calculator distance.to you can easily determine distances between world-wide locations. Simply enter any desired location into the search function and you will get the shortest distance (air line) between the points, the route (route planner) as well as all important information.