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Physics 12 Online
OpenStudy (anonymous):

kinematics in 2d, you are given a particle which moves horizontally. you are just given the horizontal and vertical components of the velocity, how would u go about finding the positions of the particle at the given instants of time?

OpenStudy (anonymous):

Somebody please help me out

OpenStudy (theeric):

You wouldn't be able to find a position at a time without knowing the position at another time! \(x_t=x_{t=0}+v\ t\) You can find the displacement, though. You would let \(x_{t=0}=0\), and then \(x_t=0+v\ t=v\ t\). Technically, the \(x\) component of displacement is \(\large \overrightarrow{x_{t_2}}-\overrightarrow{x_{t_1}}\).

OpenStudy (theeric):

I assumed you knew some formulas or how to get them. Feel free to ask any questions! :)

OpenStudy (theeric):

I was pretty wrong to say "\(\large \overrightarrow{x_{t_2}}-\overrightarrow{x_{t_1}} \)." I was going for \(\large \overrightarrow{r_{t_2}}-\overrightarrow{r_{t_1}}. \) Or it is fine to say just \(\large x_{t_2}-x_{t_1}\).

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