b) Graphs
b) graphical representations of displacement, speed, velocity, and acceleration
c) displacement-time graphs; velocity is gradient
d) velocity-time graphs; acceleration is gradient; displacement is area under graph
displacement-time graph
y-axis = displacement (m)
x-axis = time (s)
gradient = velocity (ms^-1)
constant gradient = constant speed/velocity
changing gradient = acceleration
zero gradient = zero speed/velocity
velocity-time graph
y-axis = velocity (ms^-1)
x-axis = time (s)
gradient = acceleration (ms^-2)
constant gradient = constant acceleration
changing gradient = changing acceleration
zero gradient = zero acceleration/constant velocity
area underneath a velocity-time graph = displacement
when the acceleration is constant
calculate the area of the component shapes
add up the areas
when the acceleration is changing
count the number of squares entirely or almost entirely below the graph
multiply by the displacement of each square