How do you "Calculate the average speed of the ball on the following intervals" given the graph of the height of a ball thrown into the air
\[s = \frac{ \Delta x }{ \Delta t }\]
y=1/2gt^2+v0t + y0
So calculate the speed of at each point of the interval, meaning plug in t. Then the rate of change in distance at the certain time intervals.
Once you have change in distance and time you can calculate average speed.
or if you your have not T as use this formula: v^2-v0^2=2ah
this graph is given
then it says for [0,.5] but 23/.5 isn't correct
what's qu(5) ? and what kind of graph is this? position vs time? velocity vs time???
The vertical units are meters and the horizontal units seconds.
than how is 23/0.5 not correct? unless the height at t = 0.5s isn't 23m
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