Any help with this question?
At time t = 0, a football player kicks a ball from the point A with position vector (2i + j) m
on a horizontal football field. The motion of the ball is modelled as that of a particle
moving horizontally with constant velocity (5i + 8j) m s–1. Find
(a) the speed of the ball,
(b) the position vector of the ball after t seconds.
The point B on the field has position vector (10i + 7j) m.
© Find the time when the ball is due north of B.
At time t = 0, another player starts running due north from B and moves with constant
speed v m s–1. Given that he intercepts the ball,
d) find the value of v.
I worked out part a, b, c but have no idea as to how to do part d :'(