Ask a New Question

Question

A ship sails on a steady course bearing 106 degrees from A to B.If B is 76 nautical miles further east than A,find,to the nearest nautical mile,how far the ship has sailed?
12 years ago

Answers

Reiny
looks like just simply

cos16° = 76/AB
AB = 76/cos16 =appr 79 n miles
12 years ago
Meleane
☆CAH
CosQ = Adjacent
Hypotenuse
Cos16 = x
76
76 × Cos16 = x × 76
76
73 = x
ans : x = 73 nautical miles due
east
2 years ago

Related Questions

what does no ship sails the same sea twice mean?? I think it means no one makes a mistake twice with... A ship sails due north from a position 5 degrees, 28' South Latitude to position 6 degrees, 43' Nort... a ship sails 145 kms on a bearing of 215 degrees. how far south of its starting point is the ship. a ship sails from a point at a distance of 4 km and a bearing of 40 degree noth of east relative to... A ship sails N 27°10' E for 39 km and then turns N 67°50' for 85 km. What isad the distance and the... a ship sails due north from port 90 km,than 40 km east and then 70 km north, how far is the ship fro... A ship sails 400 km on a bearing of 75 degrees A ship P sails at an average speed of 50km/hr on a bearing of N55 degree E from a point R.At the sam... A ship P sails at an average speed of 50 km/h on a bearing of N35°E from a port R. At the same time... A ship sails from A to B on a bearing of 352°T. On what bearing will it have to sail to return from...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use