How far is savannah georgia from orlando Radians = (degrees \* π) / 180 The latitude and longitude of Savannah, Georgia are 32.0806° N and 81.0912° W, respectively. The latitude and longitude of Orlando, Florida are 28.5383° N and 81.3792° W, respectively. Using the formula to convert degrees to radians, we get: Radians\_savannah\_lat = (32.0806 \* π) / 180 = 0.5598 radians Radians\_savannah\_long = (-81.0912 \* π) / 180 = -1.4172 radians Radians\_orlando\_lat = (28.5383 \* π) / 180 = 0.5012 radians Radians\_orlando\_long = (-81.3792 \* π) / 180 = -1.4198 radians Where r is the radius of the Earth (6,371 km or 3,959 miles). Substituting the values we calculated above, we get: Distance = 2 \* 6,371 \* arcsin(sqrt(sin²((0.5012 - 0.5598) / 2) + cos(0.5598) \* cos(0.5012) \* sin²((-1.4198 - (-1.4172)) / 2))) First, we need to convert the latitude and longitude of both cities from degrees to radians. The formula to convert degrees to radians is: Radians = (degrees \* π) / 180 The latitude and longitude of Savannah, Georgia are 32.0806° N and 81.0912° W, respectively. The latitude and longitude of Orlando, Florida are 28.5383° N and 81.3792° W, respectively. Using the formula to convert degrees to radians, we get:
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