Find the bearing of the ship. Round to the nearest tenth of a degree if necessary. 7 km 13 km The bearing of the ship is XSolve the right triangle for the unknown sides and angle. Round values to 1 decimal place if necessary. A = 280, c= 15 C c B a B = O X 5 a ~ b~A plane leaves Atlanta's Hartsfield Airport and flies north for 6 hr and west for 7 hr at an average speed of 400 mph. Find the bearing that the plane should take for the return trip. Round to the nearest tenth of a degree. The bearing that the plane should take for the return trip is X 5Solve the right triangle for the unknown sides and angles. Round values to 1 decimal place if necessary. A= 26.90, a=26 b B a B = X b ~ X C N XA runner jogs 5 mi east then 2 mi south. What is the bearing from his starting point? Round to the nearest tenth of a degree. The bearing from the runner's starting point is XA railroad bridge in one city has a low clearance for trucks. An engineer standing 22 ft away measures a 15.3 angle of elevation from her eye level of 5.4 ft to the bottom of the bridge. If the road is flat between the engineer and the bridge, how high over the roadway is the bottom of the bridge? Round to the nearest inch. The height over the roadway of the bottom of the bridge is ft in XA swimming pool has a depth of 6 it at the shallow end and 12 ft at the deep end. The bottom of the pool slopes downward at an angle of 5.40. How long is the pool? Round to the nearest foot. aft 6 ft a=6, b= 12, 0=5.4 The length of the pool is approximately ft . XSolve the right triangle for the unknown sides and angles. Round values to 1 decimal place if necessary. a=5, b=9.5 A C b B a O X X C~ XSolve A ABC subject to the given conditions, if possible. Round the lengths of the sides and measures of the angles (in degrees) to 1 decimal place if necessary. Round intermediate steps to at least four decimal places. b=143.7, c= 129, A= 113.9 O The triangle with these conditions does not exist. X The triangle with these conditions does exist. OUse Heron's formula to find the area of the triangle with sides of the given lengths. Round to the nearest tenth of a square unit. a=21 in, b=15 in, c=14 in The area is approximately in X 5Convert the ordered pair in rectangular coordinates to polar coordinates with / > 0 and 0