Let `l_1` and `l_2` be the lines `vec r_1= gamma (hati+ hatj +hat k )` and `vecr_2 = (hatj -hat k) +mu(hati+hat k )`, respectively. Let X be the set of all the planes H that contain the line `l_1` .For a plan H ,let d (H) denote the smallest possible distance between the points of `l_2` and H . Let `H_0` be a plane in X for which `d(H_0) ` is the maximum value of d H( ) as H varies over all planes in X .

Match each entry in List-I to the correct entries in List-II.


The correct option is:

Options

A. `(P)rarr(2) (Q) rarr(4) (R)rarr (5) (S)rarr (1)`
B. `(P)rarr(5) (Q) rarr(4) (R)rarr (3) (S)rarr (1)`
C. `(P)rarr(2) (Q) rarr(1) (R)rarr (3) (S)rarr (2)`
D. `(P)rarr(5) (Q) rarr(1) (R)rarr (4) (S)rarr (2)`