An arctic village maintains a circular crosscountry ski trai

An arctic village maintains a circular cross-country ski trail that has a radius of 2.9 kilometers. Suppose that a skier started skiing from the position (29.0) and skied clockwise for 3 kilometers before stopping for a rest. a. Determine the ordered pair (measured in radius lengths) on the coordinate axes that identifies where the skier rested x= cos(1.034482758620689) radius lengths y = radius lengths b. Determine the ordered pair (measured in kilometers) on the coordinate axes that identified this location where the skier rested. x = co (1.03448275862069)* kilometers y = kilometers

Solution

radius,r = 2.9
Distance covered = arc length = 3

So, s = r*theta

3 = 2.9 * theta

theta =1.0344827586206897 radians

So, the x = cos(1.0344827586206897)

And y = sin(1.0344827586206897) -----> ANSWER 1

------------------------------------------------------------------------

y = 2.9 * sin(1.0344827586206897) ----> ANSWER 2