Two rods of equal length are lying one along x-axis and the other along line y =x they intersect at origin at their midpoint. The first rod moves with velocity V_(1) = v hat(j) and second one with velocity (V)/(sqrt(2)) hat(i) - (V)/(sqrt(2))hat(j). The velocity of point of intersection of rods is 2.41 hat(i) + p hat(j). The value of 'p' is

Two rods of equal length are lying one along x-axis and the other alon

1.	Two rods of equal length are lying one along x-axis and the other along line y =x they intersect at origin at their midpoint. The first rod moves with velocity V_(1) = v hat(j) and second one with velocity (V)/(sqrt(2)) hat(i) - (V)/(sqrt(2))hat(j). The velocity of point of intersection of rods is 2.41 hat(i) + p hat(j). The value of 'p' is
Answer» ANSWER :1