With this distance and time value, I can simply plug it into the kinematic equation and solve for the acceleration. This would give an acceleration of 0.1053 m/s 2 .

Distance-time graphs show distance on the vertical axis and time on the horizontal axis. The gradient close gradient In a graph, the gradient is the steepness of the line.

GCSE; AQA; Using and interpreting graphs - AQA Distance-time and displacement-time graphs. Using graphs is not just about reading off values. In real-life contexts, the intercept, gradient and ...