$x$and$y$-coordinates of a particle moving in$x-y$ plane are,
$x=1-2t+t^2\text{ and }y=4-4t+t^2$
For the given situation match the following two columns:

Column I	Column II
(a) $y$-component of velocity when it crosses the $y$-axis	(p) + 2 SI unit
(b) $x$-component of velocity when it crosses the $x$-axis	(q) - 2 SI unit
(c) Initial velocity of particle	(r) + 4 SI units
(d) Initial acceleration of particle	(s) None of the above

• A

  $$\begin{gathered} \left(a\right)\to s \\ \left(b\right)\to p \\ \left(c\right)\to q \\ \left(d\right)\to s \end{gathered}$$

• B

  $$\begin{gathered} \left(a\right)\to p \\ \left(b\right)\to q \\ \left(c\right)\to s \\ \left(d\right)\to s \end{gathered}$$

• C

  $$\begin{gathered} \left(a\right)\to q \\ \left(b\right)\to s \\ \left(c\right)\to s \\ \left(d\right)\to p \end{gathered}$$

• D

  $$\begin{gathered} \left(a\right)\to q \\ \left(b\right)\to p \\ \left(c\right)\to s \\ \left(d\right)\to s \end{gathered}$$