1. The problem statement, all variables and given/known data Jan and Jorge ran away from a starting point. If Jorge ran 107m South and Jan ran 212m to the southwest, where is Jan relative to Jorge? 2. Relevant equations Inverse cos = adj/hyp sin theta = opp/hyp 3. The attempt at a solution Jorge runs directly south and Jan runs southwest. So this forms a right triangle right? From there I solve for theta angle, which is located at their starting point. I solve it to be about 60 degrees. Next I solve for the opposite side as this is their separation in meters, correct? I solve this to be 183.597 meters. My final answer: relative to jorge, jan is 184m directly west. Did I solve this correctly?