Pages Covered - 34-37
Acceleration Formula
Its change in velocity (how much it speeds up)
The time taken (how long it takes to speed up
A = Change in velocity / Change in time
Unit Of Acceleration
The Unit Of acceleration is M/S square
Acceleration From Speed-Time Graph
The object must be travelling in a straight line; its velocity is changing but its direction is not.
If the speed–time graph is curved (rather than a straight line), the acceleration is changing.
If the graph is sloping downwards, the object is decelerating. The gradient of the graph is negative. So a deceleration is a negative acceleration.
Example Of Calculating Acceleration
A car sets off from traffic lights. It reaches a speed of 21 m/s in 10 s. What is its acceleration?
A = V - U / T
A = 21 - 0 / 10
= 21/10
= 2.1 m/s
Calculating Speed in Distance-Time Graph
Formula : Speed = Gradient Of Distance–Time Graph
Example
Speed = 80/1
Speed = 80 km/h
In a velocity-time graph where the slope is changing, how would you determine the instantaneous acceleration at a specific point? What methods or tools could you use to accurately analyze this graph?
1.Check out acceleration unit in examples given.
2.Write units in small letters wherever mentioned in the post.