A Cruise Ship Travels At A Bearing Of 45

A cruise ship leaving port travels 510 km 450 north of west and then 690 km.

A cruise ship travels at a bearing of 45. A ship leaves port and travels 21km on a bearing of o32 degrees and then 45km on a bearing of 287 degrees. Cos48 AC AB. Show your Work Use SOH CAH TOA 1 A boat leaves the entrance to a harbor and travels 25 miles bearing of N 42 E then turns the boat 90 clockwise and travels 18 miles on a bearing S 48 E.

Calculate the bearing of the port from the. It travels 50 kilometers to point B on a bearing of north 25 degrees west. Join our community of over 400000-plus members today and get the latest Over60 news offers and articles.

In 1 hour the distance traveled by ship A 11 miles and by ship B 15 miles. A second ship B leaves the same port P and travels on a bearing of 165. Another ship leaves the same port at the same time and sails on a bearing of S61degrees50E.

The bearing of a lighthouse from a ship was found to be N 37o E. Two boats leave a dock together. The north distance is equal to AH which is equal to 50 cos25 which is equal to 4531538935 kilometers.

Bearing Exercises using SOH CAH TOA Law of Sines and Law of Cosines. If the first ship sails at 240 mph and second sails at 28mph find. Find the distance between the ship and the lighthouse at each location.

A ship leaves port and travels 21km on a bearing of 032 and then 45km on a bearing of 287 A. A Find the components of the ships displacement vector. This forms right triangle BAH where the north distance is 50 cos25 and the west distance is 50 sin25.