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Given this graph plotting velocity versus time, estimate the acceleration of object A at points X and Y respectively
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what graph?!
velocity/time should give you your acceleration. \[\left(\begin{matrix} \Delta V \\ \Delta t\end{matrix}\right) = a\]
Depending on the graph shape, you can estimate the average acceleration by using a secant line between two end points. \[\large \frac{\Delta v}{\Delta t}=a_\text{average}\] Another way to write this is by using the equation of a secant line if you're given a specific function for velocity:\[\large \frac{v(b)-v(a)}{b-a}=a_\text{average}\]
I should say the `slope` of the secant line*
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