Calculate the distance from A to B along a parallel of latitude given their coordinates.

April 27, 2026Geography

ScanSolve AI Answer

April 27, 2026

Answer

50^\circ$.

Hey bazuunelson, good to see you again.

Here are the solutions to your questions:

Question 4: a) i) To calculate the distance from A to B along a parallel of latitude: Points: A ( $50^\circ N, 30^\circ E$ ), B ( $50^\circ N, 150^\circ W$ ) Latitude $\alpha = 50^\circ$ . Radius of Earth $R = 6370$ km. $\pi = \frac{22}{7}$ .

Step 1: Calculate the difference in longitude ( $\Delta \theta$ ). Since one longitude is East and the other is West, we add them.

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Hey bazuunelson, good to see you again. Here are the solutions to your questions: Question 4: a) i) To calculate the distance from A to B along a parallel of latitude: Points: A (50^ N, 30^ E), B (50^ N, 150^ W) Latitude = 50^.

Asked on April 27, 2026Geography

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ScanSolve AI AnswerAnswered on April 27, 2026

Hey bazuunelson, good to see you again. Here are the solutions to your questions: Question 4: a) i) To calculate the distance from A to B along a parallel of latitude: Points: A (50^ N, 30^ E), B (50^ N, 150^ W) Latitude = 50^. Radius of Earth R = 6370 km. = (22)/(7). Step 1: Calculate the difference in longitude ( ). Since one longitude is East and the other is West, we add them. = 30^\