An airplane took off from an airport (point A) and flew due west for 1 hour, 50 minutes at an average
ground speed of 410 miles per hour (mph) until it experienced technical problems and had to divert to
a nearby airport to land. The plane turned 45° to the north and traveled for 15 minutes at an average
speed of 285 mph before landing. When the plane landed (at point C), how far was it from its original
departure airport? Use the equation for distance, d = rt, where d is distance, r is speed, and t is time.
Round answers to the nearest mile. Assume all distances and speeds include the effects of the wind