MCT40 4.5 Assessment for Feedback and a Grade Part B Carlie and Dylan meet in a local park at the edge of a large circular pond. They decide to walk in opposite directions around the pond. Carlie walks at a speed of 4.5 feet/second for 15 seconds. Dylan walks at a speed of 1.6 metres/second for 12 seconds. When they stop, they look at each other and wave Just then, they notice that two of their friends, Abby and Ben, are also at pond, but not together. They are the same distance apart as Carlie and Dylan, but on the other side of the pond. Carlie estimates the angle between Abby, herself, and Ben, ZACB, to be 42". Determine the following: 1. What is the angle between Carlie, the centre of the pond, and Dylan? 2. How far is Carlie from the centre of the pond? How far is Dylan from the centre of the pond? Show all your calculations and include a diagram with your solution