1. ## Net Displacement (physics)

the velocity-versus-time graph for a basketball player traveling up and down the court in a straight-line path. Find the net displacement of the player for the 10 s shown on the graph.

I am not too sure where to even start. Or even how someone achieves a velocity of -2m/s. Am i supposed to find his displacement on the X axis? if so, am i supposed to use this equation:$\displaystyle X=X_{xo}+V_{xo}+\frac{1}{2}a_{x}t^2$

2. Originally Posted by mode

the velocity-versus-time graph for a basketball player traveling up and down the court in a straight-line path. Find the net displacement of the player for the 10 s shown on the graph.

I am not too sure where to even start. Or even how someone achieves a velocity of -2m/s. Am i supposed to find his displacement on the X axis? if so, am i supposed to use this equation:$\displaystyle X=X_{xo}+V_{xo}+\frac{1}{2}a_{x}t^2$

The equation $\displaystyle \Delta x = v_0 t + \frac{1}{2}at^2$ is only valid if acceleration is constant. The given velocity graph clearly shows that acceleration is different over each lettered interval.

FYI, on a velocity vs. time graph, displacement is the area between the graph and the t-axis. Area above the t-axis is positive displacement, area below is negative displacement. Algebraically sum the positive and negative displacements to get the total displacement.

3. so i just sum up the velocity at each t interval?

4. Originally Posted by mode
so i just sum up the velocity at each t interval?
one more time ...

on a velocity vs. time graph, displacement is the area between the graph and the t-axis. Area above the t-axis is positive displacement, area below is negative displacement. Algebraically sum the positive and negative displacements to get the total displacement.

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### net displacement calculator

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