RileyE
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 Aug4 awarded Scholar Aug4 accepted Solving for $y$ with $\arctan$ Dec14 revised Reverse Engineering (Inverse?) complex trigonomic function added 77 characters in body Dec14 revised Reverse Engineering (Inverse?) complex trigonomic function added 344 characters in body; added 26 characters in body Dec14 comment Reverse Engineering (Inverse?) complex trigonomic function Dec14 comment Reverse Engineering (Inverse?) complex trigonomic function @Ethan Oops. In my head I was picturing a circle. I've edited them to "offset" instead. Dec14 revised Reverse Engineering (Inverse?) complex trigonomic function added 151 characters in body Dec14 comment Reverse Engineering (Inverse?) complex trigonomic function @Ethan I'm not sure where you're getting the latitude and longitude radius from. The only RADIUS is the radius of the earth, which is part of determining the distance between the two points. Dec14 comment Reverse Engineering (Inverse?) complex trigonomic function @Ethan I've tried to make it a bit more understandable. Dec14 revised Reverse Engineering (Inverse?) complex trigonomic function added 61 characters in body Dec14 revised Reverse Engineering (Inverse?) complex trigonomic function added 61 characters in body Dec14 asked Reverse Engineering (Inverse?) complex trigonomic function Dec14 revised Solving for $y$ with $\arctan$ added 129 characters in body Dec14 comment Solving for $y$ with $\arctan$ @Henry Eesh. I wrote it up on the computer and completely missed that. Good call! Dec14 awarded Editor Dec14 awarded Teacher Dec14 comment Solving for $y$ with $\arctan$ @Henry Am I still on the right track? Dec14 revised Solving for $y$ with $\arctan$ added 264 characters in body Dec14 awarded Student Dec14 awarded Supporter