Asked by Anonymous
Two ships A and B left port (P) at the same time, with ship A moving due north while ship B was on a bearing of 060°. Two hours later A had covered a distance of 10km. B had covered 8km and was at a bearing of 150° from A. Calculate the distance separating the two ships after the two hours.
Answers
Answered by
Anonymous
Makes no sense - over specified.
if you use the angles 150 and 60 you get a 30 , 30, 120 triangle and AB = OB = 8
however if you use B at (8 cos 60 , 8 sin 60) you get something else
if you use the angles 150 and 60 you get a 30 , 30, 120 triangle and AB = OB = 8
however if you use B at (8 cos 60 , 8 sin 60) you get something else
Answered by
Steve
If you draw the diagram, and label the points A and B for the ships and P for the port, you will see that you have a right triangle with
OB=8
OA=10
so, AB=6
Ships sail on headings, not bearings.
You did correctly use "bearing" when you gave the direction of B from A.
B, however, was still sailing on a <b>heading</b> of 60°
OB=8
OA=10
so, AB=6
Ships sail on headings, not bearings.
You did correctly use "bearing" when you gave the direction of B from A.
B, however, was still sailing on a <b>heading</b> of 60°
Answered by
wayu
16
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