Hey people! I got a problem here I'm stuck on:

A car is driving at night along a level, curved road. It starts in the origin, the equation of the road isy=x, and the car's x-coordinate is an increasing function of time. There is a signpost located at (2,3.75).^{2}

a) What is the position of the car when its headlight illuminates the signpost? Do you have any implicit physical assumptions in your solution?

b) What is the shortest distance between the signpost and the car?

c) Let dx/dt=vand d_{x}y/dt=v. The car's velocity is then[v_{y}_{x},v]. How are_{y}vand_{x}vrelated?_{y}

I got some ideas for how I am to solve it, but I do not know where to begin. Please help me

xXxPapaLouxXx