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Question

The following bearings were taken in a closed compass traverse.

fuEufyf[kr ch;fjax ,d can dEikl VªsolZ esa fy, x, FksA


Calculate the corrected fore bearing of line 'DE' by assuming that the observed bearing of line 'CD' is correct.
js[kk 'DE' dh la'kksf/kr vxz fn'kk dh x.kuk djsa] ;g ekudj fd js[kk 'CD' dh izsf{kr fn'kk lgh gS

A.

230°5'

B.

230°15'

C.

229°55'

D.

230°10'

Answer ( Option A)

230°5'

Solution

Included angle = Fore bearing of next line - Back bearing of previous line.

The sum of Included angle in the clockwise direction (i.e., excluded angle) = (2n+4)90° = (2x5+4) × 90° = 1260° 


Total sum of final included angle = 1260°25' 

So, error = 1260°25' - 1260° = 25' 

Correction = -25'

Hence, Corrected included angle 

Fore bearing of line DE = Included angle D + Back bearing of CD 

Fore bearing of line DE= 239°15' + 350°50' = 590°05' – 360° = 230°5'


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