The Azimuth of BC is the angle between the north direction and the direction of BC line. It is important in navigation and surveying as it helps determine the direction of an object or location relative to a fixed reference point, such as true north.
The Azimuth of BC can be calculated using the formula: Azimuth = arctan((BC x cos(Lat))/ (EC x sin(Lat))), where BC is the easting coordinate of BC, EC is the easting coordinate of the central meridian, and Lat is the latitude of the location.
The Azimuth of BC is typically measured in degrees, with north being 0 degrees, east being 90 degrees, south being 180 degrees, and west being 270 degrees. However, it can also be measured in radians or mils.
Azimuth refers to the direction of an object or location relative to a fixed reference point, while bearing refers to the direction of an object or location relative to the observer's location. Azimuth is measured clockwise from north, while bearing is measured clockwise from the observer's direction of travel.
The Azimuth of BC is used in various fields such as geology, astronomy, and satellite imagery to determine the direction of an object or location. It is also used in navigation systems, land surveying, and mapping to accurately plot and measure locations and distances.