**2(e) plot and interpret speed-time and distance-time graphs.**

**2(f) recognize from the shape of a speed-time graph when a body is**

**(1) at rest,**

**(2) moving with uniform speed,**

**(3) moving with uniform acceleration,**

**(4) moving with non-uniform acceleration.**

**Speed Time Graphs**

**Plotting a graph is simple enough. In a speed-time graph, the speed (m/s) is always on the vertical axis, that is the y axis. The time (s) is on the horizontal axis, that is the x axis. Head over here if you need more tips in making a graph.**

There are a few things you need to remember for a speed time graph. When an object is

**(1) At Rest**

The graph would be like this.

This is so because the speed of the object is zero, as the red line shows in the graph above. As a result, there is no movement and the body is at rest.

**(2) Moving with uniform speed**

If the line is vertical like this;

**(3) Moving with uniform acceleration and deceleration**

Now if the graph is sloping like this

It means that the velocity of the object is increasing, and it is accelerating, as there is a change in velocity. As the acceleration is uniform, it can be easily calculated by the acceleration formula; final velocity- initial velocity/time taken. This can be done by taking two points on the graph, and applying the formula.

In this graph, the velocity is decreasing. Thus the object is decelerating too.

(4) Moving with non uniform acceleration and deceleration.

When the velocity of an object is increasing or decreasing non uniformly, that is at changing rates, then the object accelerates or decelerates non uniformly. As the graph below shows, in both the cases, the acceleration is non uniform, as the velocity of the object changes non uniformly i-e not at a constant rate.

**Distance time graph.**

The plotting is the same as the speed-time graph. The distance (m) is one the y axis and time (s) on the x axis. There are some differences though. First of all, if the distance-time graph is a straight horizontal line like this

**.**

then the object is stationary. This is so because there is no change in the y axis, meaning the object is not covering any distance. This means that the speed of the object is 0 too.

**In the above graph, we can see that the object is covering distance at a constant rate. It has covered a distance of 10m in 1s, 20m in 2s and so on. By this constant gradient of the line, we can deduce that the speed of the object is constant too. We can say that in a distance time graph, t**

**he gradient of the line is the speed of the object.**And in the above graph, the gradient is constant, so the speed is constant too.

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