and acceleration = velocity change ÷ time. To find the distance travelled, look at the area under the graph. In the first 10 seconds this is the area of the triangle, ½ × 10 s × 40 m/s = 200 m.

Key fact The gradient of speed-time and velocity-time graphs represent acceleration. The area under a speed-time graph represents the distance travelled. The object is accelerating at \(\frac{8}{ ...

According to our kinematic equation, distance should be proportional to time squared. Let's make another graph ... zero starting velocity. If you only care about finding the acceleration, you ...

the distance traveled would be equivalent to the area under the velocity-time graph. OK, so what if the velocity is changing? What about the case of a constant acceleration? We can still find the ...