Match List I with the List II and select the correct answer using the code given below the lists : List - I List - II(A)Possible integral value(s) of k for which the point M(0,k) lies on or inside the triangle formed by the lines y+3x+2=0,(P)03y−2x−5=0 and 4y+x−14=0.(B)If ^a, ^b and ^c are non-coplanar vectors, then the vectors →V1=^a+2^b+3^c, →V2=λ^b+4^c and →V3=(2λ−1)^c where λ(Q)1 is a scalar, can be non-coplanar, for λ equals (C)The distance of the z−axis from the image of the point A(2,–3,3) in the plane x−2y−z+1=0, is(R)2The figure given below shows a pyramid DOABC (where O is the origin) with a square base whose sides are 1 unit long. (D)The pyramid's height is also 1 unit and the point D stands directly above the mid point of the diagonal OB. If the angle (S)3between −−→OB and −−→OD is tan−1√K, then K is equal to(T)4Which of the following is a CORRECT combination?