A ship leaving port first sails 125 km due west and then 275 km south. In what direction and for how far must the ship sail to get back to port?
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A ship leaving port first sails 125 km due west and then 275 km south. In...
Question 13 2 pts Two ships set sail from the same port. Ship A sails a distance of 35.0 kilometers in a direction 30.0° north of east, and drops anchor. Ship B sails due south. When ship B is 30.0 km from the port, how far apart are the ships? 46.1 km O 56.3 km O 65.0 km O 75.9 km
Problem 1.78: A ship leaves the island of Guam and sails a distance 300 km at an angle 40.0 ∘ north of west. Part A: In which direction must it now head so that its resultant displacement will be 110 km directly east of Guam? (Express your answer as an angle measured south of east). theta = ________ degrees South of East. Part B: How far must it sail so that its resultant displacement will be 110 km directly east...
A ship leaves the island of Guam and sails a distance 265 km at an angle 36.0 ° north of west. Part A In which direction must it now head so that its resultant displacement will be 110 km directly east of Guam? (Express your answer as an angle measured south of east) VO ΑΣΦ 0 Submit Request Answer Part B How far must it sail so that its resultant displacement will be 110 km directly east of Guam?
A ship leaves a harbor and sails at 27.5* to the east of due south. After traveling 445 km, how far south is the ship from the harbor? Options: a) 205 km b) 322 km c) 395 km d) 445 km
Two ships leave a port at the same time. The first ship sails on a bearing of 35° at 24 knots (nautical miles per hour) and the second on a bearing of 125 at 28 knots. How far apart are they after 1.5 hours? (Neglect the curvature of the earth.) After 1.5 hours, the ships are approximately nautical miles apart. (Round to the nearest nautical mile as needed.)
EXERCISE HINTS GETTING STARTED I I'M STUCK! A cruise ship leaving port travels 51.0 km 45.0° north of west and then 74.0 km at a heading 30.0° north of east. (a) Find the components of the ship's displacement vector. km km (b) Find the displacement vector's magnitude and direction. Magnitude Direction km o north of east Need Help?Read It
A cruise ship sails due south at 4.00 m/s while a coastguard patrol boat heads 34.0° north of west at 5.60 m/s. What are the x-component and relative to the patrol boat? (Assume that the ex-axis is east and they-axis is north. Enter your answers in m/s.)
help with number 9 please 9) A boat leaves port and sails 22 miles at a bearing of S 68 21' W, then turns and sails 41 miles at a bearing of N 21°39 W. How far is the boat from port and what bearing should it follow to sail directly back to the port? Round your answers to the nearest mile and degree.
Magnitude o north of east EXERCISE orth A cruise ship leaving port travels 51.0 km 45.0 north of west and thendingo. of east. 23.46 the two x components is the x component of the resultant 74.89 Find the components of each displacement, then add the two x components is the χ component of the resultant. km (b) Find the displacement vector's magnitude and d Magnitude You have the correct expression for the magd wrong, so this one is too. km...
A dolphin swims due east for 2.40 km, then swims 6.00 km in the direction south of west. What are the magnitude and direction of the vector that will take the dolphin back to its starting point?