I have these equations for the two points …
##x_1 = r_1 cos(\theta_1)##
##y_1 = r_1 sin(\theta_1)##
##x_2 = r_2 cos(\theta_2)##
##y_2 = r_2 sin(\theta_2)##
This is the slope
##\frac {(y_1 – y_2)}{ (x_1-x_2)}##From the point slope formula
##y – y_1 = \frac {(y_1 – y_2)}{ (x_1-x_2)} (x –...
OK, thanks for the hints. I will work on what you suggest. FYI, we do know the angles. I don't know if this is useful or not. It would actually be better if I can solve the problem using one radial velocity
The question I am trying to solve is what is the velocity vector (direction and magnitude) of an object in 2 d space. We know the distance measured to the car from two different angles. We know the radial velocity of the car on both measurements. The radial velocity is the component of the...