1.10 use the relationship between final speed, initial speed, aceleration and distance moved
v2=u2+2as
v= final speed
u= initial speed
a= acceleration
s= distance moved
see all the rearrangements of this equation.
1.09 determine the distance travelled from the area between a velocity-time graph and the time axis
The area under the graph can be calculated as rectangles and triangles, or by counting boxes, is equal to the distance travelled.
1.08 determine acceleration from the gradiend of a velocity-time graph
Gradient = acceleration= change in y/ change in x = change in velocity/time
1.07 plot and explain velocity-time graphs
on a velocity time graph the velocity-time graph the velocity is on the y axis (usually in m/s) and time is on the x axis (usually in s). If the line is flat then the object is moving at a constant velocity. the gradient of the line is the acceleration. The area under the line is the distance travelled.
1.05 practical: investigate the motion of everyday objects such as a toy car or tennis ball
Apparatus: stop watch and metre rule
mark the start and end positions for the know distance
use a metre rule to measure the distance
line up front of car with start point, release and start timer
move eyes to end point
stop timer when front of car passes end point
improve by repeating and averaging
make sure car starts from stationary
calculate average speed using : average speed = distance travelled/ time taken
1.04 know and use the relationship between average speed, distance moved and time taken
To calculate average speed use
speed (m/s) = distance travelled (m)/ time taken (s)
1.03 plot and explain distance-time graphs
A distance time graph has distance on the y axis (usually in metres) and time on the x axis (usually in seconds). The gradient of the line (change in y/ change in x) is the speed. If the line is flat then the object is stationary.
