Civil Engineering - Surveying - Discussion
Discussion Forum : Surveying - Section 8 (Q.No. 14)
14.
The bearing of line AB is 152° 30' and angle ABC measured clockwise is 124° 28'. The bearing of BC is
Discussion:
21 comments Page 2 of 3.
Mr. Salim Mulla said:
9 years ago
152° 30'+ 180° = 332°30'.
360° - 332° 30' = 27° 30°.
Then do 124° 28' - 27° 30' = 96° 58'.
Hope you understand.
360° - 332° 30' = 27° 30°.
Then do 124° 28' - 27° 30' = 96° 58'.
Hope you understand.
Prakash Pandey said:
5 months ago
Sum = WCB of AB + ∠B.
If Sum < 180° → WCB of BC = Sum + 180°.
If Sum ≥ 180° → WCB of BC = Sum - 180°.
If Sum ≥ 540° → WCB of BC = Sum - 540°.
If Sum < 180° → WCB of BC = Sum + 180°.
If Sum ≥ 180° → WCB of BC = Sum - 180°.
If Sum ≥ 540° → WCB of BC = Sum - 540°.
(1)
Vikas Dubey said:
6 years ago
Bearing of any line = BB.of line + angle.
If angle is more than 180' than, -360'.
You will find the answer.
If angle is more than 180' than, -360'.
You will find the answer.
Karthikranga said:
1 decade ago
How you get this answer can you explain the procedure for this?
Alok said:
7 years ago
I am not getting the solution. Please, anyone explain me.
MANVI said:
5 years ago
Please explain, how to calculate the angle AC?
Adeel Rehman said:
5 years ago
Best Explanation, Thanks @Julliet Osunde.
Sameer said:
7 years ago
Thanks a lot for explaining @Mr Salim.
(1)
Senthilnathan said:
4 years ago
Length AB = 163.29m and AC = 223.06m.
Prashanth said:
5 years ago
For anticlockwise how to measure it?
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