Hey! I have a problem that I have no clue how to solve. So I was hoping you guys could help me. I'm not from an English speaking country so I apologize. 1. The problem statement, all variables and given/known data A thing is made to travel in water and on land. In water it travels with 20 m/s speed but on land with 25m/s speed. The thing starts at point P on the edge of a pond with radius 50m. (I drew this picture in paint and what I forgot to include is that the curved line from P to A and the straight line from A to Q are a little bit darker then the other lines, so it seems to me that the thing travels on land from P to A but in water from A to Q). (a) Show that the time it takes the thing to travel from P to A to Q is: T(theta)=pi-20+5sin(theta/2) (b) Give a description of the route that takes the shortest time for the thing to travel. Thanks in advance!