Hello, there is no figure but I shall try my best to figure it out.
I think this is probably a triangle.
B
| C
| /
| /
A
AB= 8
AC=9
BC=3
A is 9 km SW of C and B is 3 km NW of C. I hope this helps.
On a map, Town A is 8 km due south of Town B, Town C is 9 km from Town A, and Town C is 3 km from Town B (see figure below). Find the bearing from Town A to Town C and the bearing from Town B to Town C.
4 answers
Thank you a ton!!
No problem!
To find the actual bearings, find the angles A,B,C, using the law of cosines. For example,
BC2 = AB2 + AC2 - 2*AB*AC*cosA
9 = 64 + 81 - 144cosA
cosA = 136/144
A = 19ยบ
BC2 = AB2 + AC2 - 2*AB*AC*cosA
9 = 64 + 81 - 144cosA
cosA = 136/144
A = 19ยบ