
1) Let's sketch out this to better understand it:
Note that there are two vectors here, as we were told and a third one the resultant. So let's find the direction of this blue and resultant vector:
2) Now, let's calculate the tangent of that angle theta, and then the arctangent to find the angle that gives us the direction of that resultant.

Thus, this is the direction of the car's resultant vector 50.9ยบ