Answer: In Exercises 8488, a great circle on a sphere S with center O and radius R is a
Chapter 12, Problem 86(choose chapter or problem)
In Exercises 8488, a great circle on a sphere S with center O and radius R is a circle obtained by intersecting S with a plane that passes through O (Figure 19). If P and Q are not antipodal (on opposite sides), there is a unique great circle through P and Q on S (intersect S with the plane through O, P, and Q). The geodesic distance from P to Q is defined as the length of the smaller of the two circular arcs of this great circle. The coordinates of Los Angeles are 34 N and 118 W. Find the geodesic distance from the North Pole to Los Angeles, assuming that the earth is a sphere of radius R = 6370 km
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