Answer :
Final answer:
The distance between two cities on the same meridian can be found using the formula: Distance = radius of the Earth x angular separation in radians. The distance between Orlando, FL and the other city is approximately c) 2500 miles.
Explanation:
The distance between two cities on the same meridian can be found using the formula:
Distance = radius of the Earth x angular separation in radians
Since the cities are on the same meridian, the angular separation is equal to the difference in latitude between the two cities. Orlando, FL has a latitude of approximately 28.5383 degrees, and we assume the cities have the same latitude for simplicity. Using the formula, the distance is:
Distance = 4000 miles x (28.5383 degrees x (pi/180))
Calculating this gives a distance of approximately 2500 miles.
