2024 how far is savannah georgia from orlando

2024 how far is savannah georgia from orlando 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.

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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 Next, we can use the great circle distance formula to calculate the distance between the two cities: Distance = 2 \* r \* arcsin(sqrt(sin²((lat2 - lat1) / 2) + cos(lat1) \* cos(lat2) \* sin²((long2 - long1) / 2))) 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))) Calculating the distance, we get: Distance ≈ 328 km or 204 miles Therefore, the distance between Savannah, Georgia and Orlando, Florida is approximately 328 kilometers or 204 miles. To find the distance between Savannah, Georgia and Orlando, Florida, we can use the great circle distance formula, which calculates the shortest distance between two points on the surface of a sphere (in this case, the Earth). First, we need to convert the latitude and longitude of both cities from degrees to radians. The formula to convert degrees to radians is:

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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: 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\_lat = (28.5383 \* π) / 180 = 0.5012 radians Radians\_orlando\_long = (-81.3792 \* π) / 180 = -1.4198 radians Next, we can use the great circle distance formula to calculate the distance between the two cities: Distance = 2 \* r \* arcsin(sqrt(sin²((lat2 - lat1) / 2) + cos(lat1) \* cos(lat2) \* sin²((long2 - long1) / 2))) Where r is the radius of the Earth (6,371 km or 3,959 miles).

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