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The forward direction of a line can be given by its Forwarding Azimuths and
                  its reverse direction by its Back tangent. Forward azimuths are converted to back
                                                                             0
                  azimuths, and vice versa, by adding or subtracting 180 .
                      Examples:
                                             0
                      Azimuths of OA = 70
                                                     0
                                                            0
                                             0
                      Azimuths of AO = 70  + 180  =250  (back azimuths)
                                               0
                      Azimuths of OC = 235
                                                      0
                                                             0
                                               0
                      Azimuths of CO = 235  – 180  = 55  (back azimuths)


                      Comparison of Bearings and Azimuths
                      Most type of surveys employs traverses. Traverse is a series of connected lines
                  whose lengths and angles have to be measured.


                      Table7.1. Comparison of bearings and azimuths
                   BEARINGS                       AZIMUTHS

                                   0
                                                                   0
                   - vary from 0 to 90            - vary from 0 to 360

                   -   require   two   letters   and         -  require  only  numerical

                    numerical value                value
                   - may be                       - same as bearings.
                    true/magnetic/assumed,
                    forward/back                  - are measured C.W only
                   - measured C.W or C.C.W        -  measured  from  North
                   - measured from N or S          only.
                   Examples:                      Examples:
                             0                             0
                          N54 E                          54
                                                            0
                                                                      0
                                                                0
                             0                           180 -68  = 112
                          S68 E
                                                            0
                                                                       0
                                                                 0
                             0
                          S51 W                          180  +51  = 231
                                                            0
                             0
                                                                     0
                                                                0
                          N15 W                          360 -15  =345











                                                    Fig. 2.9 Bearings and angles
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