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`        The coordinates of a particle moving in xy plane at any time t are 2t,t^2 . Find trajectory of the particle. `
5 months ago

```							hello sulipsa this is an easy ques and can be done as follows:we are given that x= 2t and y= t^2so to find the trajectory of the particle, we need to find a relation b/w x and y coordinates.so we need to eliminate t.we see that y= t^2 or 4y= (2t)^2but 2t= x, so4y= x^2, which is an upward facing parabola.kindly approve :)
```
5 months ago
```							 Given co-ordinate of the particle as ( 2t,t^2)means at ny time  t....x = 2t   and y = t^2 i.e t = x/2     and so  y = ( x/2)^2   or   4y = x^2Hence the trajectory of the particle is a parabola with equation  x^2 = 4y .....
```
4 months ago
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