From a plane flying due east at 265 m above sea level, the angles of depression of two ships sailing due east measure 35° and 25 °. How far does each ship have to sail in order to reach the point directly under the current location the plane? Horizontal distance to closer ship = m. Horizontal distance to farther ship m. !! low far apart were the original location of the two ships?:

Warren, Ken, and Shawnette are playing hockey. Ken has the puck. Ken and Warren are 5.2 m apart. Ken and Shawnette are 3.7 m apart. The angle between the lines from Ken to Warren and Ken to Shawnette is 56°. To the nearest tenth of a metre, how far apart are Warren and Shawnette? Shawnette 3.7 m 56° Ken Warren 5.2 m

Determine the distance Sharon traveled between viewings

Jane is running laps on a circular track that has a radius of 115 meters. She starts at the 3 o'clock position, and after a minute or so she realizes that her shoelace is untied so she stops to tie it. At that point, her coordinate position is approximately ( – 82.614, 80). What angle lies between Jane's starting position and current position?

Answer letter B.

How to solve

An observer at Airport A sees a plane 35 miles away. Airport A is 50 miles from Airport B. From Airport A, the plane is at an angle of 285 degree from the north and Airport B is at an angle of 65 degree from the north. Find the distance between the plane and Airport B to the nearest mile

8. Two planes are flying at the same altitude. One airplane is 60 miles due north of the control tower. Another airplane is located 70 miles from the tower at a heading of 80° east of south. To the nearest tenth of a mile, how far apart are the two airplanes?

I need help.

Points A and B are seperated by a lake. To find the distance between them, a surveyor locates a point C on land such than angle CAB = 48.9 degrees. BC is 503 ft, and CA  is 300 ft.Find the distance across the lake from A to B. Round answer to 2 decimal places.