the girls walks on a heading, not a bearing.
B's bearing from A is 78°
If A is at (0,0), then B is at (279,59)
If we mark point D due east of A, on the line BC, then D is at (279,0)
Now, if angle DAC is θ, then
cosθ = 279/307
θ = 25°
So, A's bearing from C is 270+25 = 295°
BC = 59+279sin25° = 177m
A girl starts from point A and walks 285m to B on a bearing of 078.She then walks due south to a point C which is 307m from A. What is the bearing of A from C,and what is {BC}?
please i need the answer urgent ooo it is an assignment pls help me fast
4 answers
Why can't this solutionr be written properly
Why can't this solutions be written properly
Please I need the answer ooo is an assignment please help me