If the bearing of D from C is 212 degree, what is the bearing of C from D.
The bearing of C from D would be 32 degrees.
032 degree
Yes, you are correct. The bearing of C from D is 032 degrees.
To find the bearing of C from D, you need to subtract 180 degrees from the bearing of D from C and add 360 degrees if the result is negative.
1. Subtract 180 degrees from the bearing of D from C:
212 - 180 = 32 degrees
2. Check if the result is negative. In this case, it is not.
3. Therefore, the bearing of C from D is 32 degrees.
To find the bearing of point C from point D, subtract the given bearing of D from C (212 degrees) from 180 degrees and add or subtract 180 degrees as needed to bring the result into the range of 0 to 360 degrees.
Let's follow these steps:
1. Subtract the given bearing of D from C (212 degrees) from 180 degrees:
180 degrees - 212 degrees = -32 degrees
2. In this case, the result is negative, which means we add 180 degrees to bring it into the correct range:
-32 degrees + 180 degrees = 148 degrees
Therefore, the bearing of C from D is 148 degrees.