The following are interior angles$-$to$-$the$-$right for a polygon traverse: A$=57\backslash$deg $00^(\text{'})38^(\text{'}\text{'}),$B$=88\backslash$deg $24^(\text{'})44^(\text{'}\text{'}),$C$=126\backslash$deg $37^(\text{'})24^(\text{'}\text{'})$ D$=46\backslash$deg $03^(\text{'})50^(\text{'}\text{'}),$E$=221\backslash$deg $53^(\text{'})34^(\text{'}\text{'})$ Part A Balance the interior angles$-$to$-$the$-$right for the polygon traverse to the nearest $1^(\text{'})$ if observing conditions were approximately the same at all stations. Select the correct balanced angles. A$=57$deg $00^(\text{'})30^(\text{'}\text{'}),$B$=88$deg $24^(\text{'})36^(\text{'}\text{'}),$C$=126$deg $37^(\text{'})16^(\text{'}\text{'}),$D$=46$deg $03^(\text{'})42^(\text{'}\text{'}),$E$=221$deg $53^(\text{'})26^(\text{'}\text{'})$ A$=57$deg $00^(\text{'})36^(\text{'}\text{'}),$B$=88$deg $24^(\text{'})42^(\text{'}\text{'}),$C$=126$deg $37^(\text{'})22^(\text{'}\text{'}),$D$=46$deg $03^(\text{'})48^(\text{'}\text{'}),$E$=221$deg $53^(\text{'})32^(\text{'}\text{'})$ A$=57$deg $00^(\text{'})38^(\text{'}\text{'}),$B$=88$deg $24^(\text{'})44^(\text{'}\text{'}),$C$=126$deg $37^(\text{'})22^(\text{'}\text{'}),$D$=46$deg $03^(\text{'})50^(\text{'}\text{'}),$E$=221$deg $53^(\text{'})34^(\text{'}\text{'})$ A$=57$deg $00^(\text{'})32^(\text{'}\text{'}),$B$=88$deg $24^(\text{'})38^(\text{'}\text{'}),$C$=126$deg $37^(\text{'})18^(\text{'}\text{'}),$D$=46$deg $03^(\text{'})44^(\text{'}\text{'}),$E$=221$deg $53^(\text{'})28^(\text{'}\text{'})$ Request Answer Part B Assuming a fixed azimuth of $259$deg $34^(\text{'})07^(\text{'}\text{'})$ for line AB $,$ compute the azimuths of other traverse lines, BC$=165$deg $30^(\text{'})10^(\text{'}\text{'}),$CD$=114$deg $03^(\text{'})19^(\text{'}\text{'}),$DE$=342$deg $10^(\text{'})46^(\text{'}\text{'}),$EA$=23$deg $01^(\text{'})40^(\text{'}\text{'})$ BC$=163$deg $39^(\text{'})19^(\text{'}\text{'}),$CD$=117$deg $41^(\text{'})19^(\text{'}\text{'}),$DE$=333$deg $14^(\text{'})56^(\text{'}\text{'}),$EA$=22$deg $08^(\text{'})45^(\text{'}\text{'})$ BC$=167$deg $58^(\text{'})49^(\text{'}\text{'}),$CD$=114$deg $36^(\text{'})11^(\text{'}\text{'}),$DE$=340$deg $39^(\text{'})59^(\text{'}\text{'}),$EA$=22$deg $33^(\text{'})31^(\text{'}\text{'})$ BC$=169$deg $34^(\text{'})19^(\text{'}\text{'}),$CD$=117$deg $11^(\text{'})19^(\text{'}\text{'}),$DE$=340$deg $14^(\text{'})46^(\text{'}\text{'}),$EA$=25$deg $08^(\text{'})40^(\text{'}\text{'})$ Request Answer