Surveying miscellaneous
- The observation from a closed loop traverse around an obstacle are
What is the value of the missing measurement (rounded off to the nearest 10 mm)?
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Latitude of each segment = L × cos θ.
PQ = L cos 33.75°
QR = 300 × cos 86.3847 = 18.917
RS = 354.524 × cos 169.3819 = – 348.453
ST = 450 × cos 243.9003° = – 197.97
TP = 268 × cos 317.5° = 197.590
Since it is a closed loop traverse ∑ latitude = 0
∴ L cos 33.75° + 18.917 – 348.45 – 197.97 + 197.59.
∴ L = 369.89 mCorrect Option: A
Latitude of each segment = L × cos θ.
PQ = L cos 33.75°
QR = 300 × cos 86.3847 = 18.917
RS = 354.524 × cos 169.3819 = – 348.453
ST = 450 × cos 243.9003° = – 197.97
TP = 268 × cos 317.5° = 197.590
Since it is a closed loop traverse ∑ latitude = 0
∴ L cos 33.75° + 18.917 – 348.45 – 197.97 + 197.59.
∴ L = 369.89 m
- A Bench Mark has been established at the soffit of an ornamental arch at the known elevation of 100.0 m above sea level. The back sight used to establish height of instrument is an inverted staff reading of 2.105 m. A forward sight reading with normally held staff of 1.105 m is taken on a recently constructed plinth. The elevation of the plinth is
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HI = BM + BS = 100 – 2.105 (inverted reading) = 97.895
FS = HI – level. = 97.895 – 1.105 = 96.79 mCorrect Option: D
HI = BM + BS = 100 – 2.105 (inverted reading) = 97.895
FS = HI – level. = 97.895 – 1.105 = 96.79 m
- The local mean time at a place located in longitude 90° 40' E when the standard time is 6 hours and 30 minutes and the standard meridian is 82° 30' E is
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Difference between standard meridian and longitude of place = 90° 40' E – 82° 30'. = 8° 10'.
1° means 4 minutes∴ 8° 10' means 49 ° 6 ∴ Time = 49° × 4 = 32 min 40 seconds 6
∴ Total time = 6 hours + 30 min + 32 min 40 sec = 7h 2 m 40s.
Correct Option: D
Difference between standard meridian and longitude of place = 90° 40' E – 82° 30'. = 8° 10'.
1° means 4 minutes∴ 8° 10' means 49 ° 6 ∴ Time = 49° × 4 = 32 min 40 seconds 6
∴ Total time = 6 hours + 30 min + 32 min 40 sec = 7h 2 m 40s.
- The magnetic bearing of a line AB was N 59° 30' W in the year 1967, when the declination was 4° 10' E. If the present declination is 3°W, the whole circle bearing of the line is
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True bearing = magnetic bearing ± declination
= N 59° 30' W – 4° 10' E
= N 55° 20' W
WCB = 360° – 55° 20'. = 304° 40'
W.C. magnetic bearing = 304° 40' – 3° = 301° 40'Correct Option: D
True bearing = magnetic bearing ± declination
= N 59° 30' W – 4° 10' E
= N 55° 20' W
WCB = 360° – 55° 20'. = 304° 40'
W.C. magnetic bearing = 304° 40' – 3° = 301° 40'
- In quadrantal bearing system, bearing of a line varies from
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NA
Correct Option: C
NA