A line `l` passing through the origin is perpendicular to the lines `l_1: (3+t)hati+(-1+2t)hatj+(4+2t)hatk , oo < t < oo , l_2: (3+s)hati+(3+2s)hatj+(2+s)hatk , oo < t < oo` then the coordinates of the point on `l_2` at a distance of `sqrt17` from the point of intersection of `l&l_1` is/are:

A line l passing through the origin is perpendicular to the lines l_(1):(3+t)hat i+(-1+2t)hat j+(4+2t)hat k,oo

A line l passing through the origin is perpendicular to the lines l_1: (3 + t ) hati + (-1 +2 t ) hatj + (4 + 2t) hatk -oolt t lt oo and l__(2) : (3 + 2s )hati + (3+2s) hati + (3+ 2s) hatj + ( 2+s) hatk , -oo lt s lt oo Then the coordinate(s) of the point(s) on l _(2) at a distance of sqrt17 from the point of intersection of l and l_(1) is (are)

A line l passing through the origin is perpendicular to the lines 1_(1):(3+t)hati+(-1+2t)hatj+(4+2t)hatk-oolt t lt oo and 1_(2):(3+2s)hati+(3+ 2s)hatj+(2+s)hatk, -oo lt s lt oo Then the coordinate(s) of the point(s) on 1 _(2) at a distance of sqrt17 from the point of intersection of l and 1_(1) is (are)

A line l passing through the origin is perpendicular to the lines 1: (3 + t ) hati + (-1 +2 t ) hatj + (4 + 2t) hatk -oolt t lt ooand 1__(2) : (3 + 2s )hati + (3+2s) hati + (3+ 2s) hatj + ( 2+s) hatk , -oo lt s lt oo Then the coordinate(s) of the point(s) on 1 _(2) at a distance of sqrt17 from the point of intersection of 1 and 1_(1) is (are)

A line l passing through the origin is perpendicular to the lines 1: (3 + t ) hati + (-1 +2 t ) hatj + (4 + 2t) hatk -oolt t lt ooand 1__(2) : (3 + 2s )hati + (3+2s) hati + (3+ 2s) hatj + ( 2+s) hatk , -oo lt s lt oo Then the coordinate(s) of the point(s) on 1 _(2) at a distance of sqrt17 from the point of intersection of 1 and 1_(1) is (are)

A line l passing through the origin is perpendicular to the lines l_(1) : (3 + t) hat(i) + (-1 + 2t) hat(j) + (4 + 2t) hat(k), -oo lt t lt oo l_(2) : (3 + 2s) hat(i) + (3 + 2s) hat(j) + (2 + s)hat(k), -oo lt s lt oo Then the coordinate (s) of the point (s) on l_(2) at a distance of sqrt17 from the point of intersection of l and l_(1) is (are)

A line l passing through the origin is perpendicular to the line l _(1) : (3 + 1) hati + (-1 + 2 i) hatj + (4+ 2i ) hatk, -oo lt t lt oo , l _(2) : (3 + 2s ) hati + (3 + 2s ) hatj + (2 + s ) hatk, -oo lt s lt oo, Then the coordinate (s) of the point (s) on l _(2) at a distnce of sqrt17 from the point of intersection l and l _(1) is (are)