The two targets are at a distance s apart, and each at s/2 from the centre, i.e. vertical axis. The horizontal angle is measured carefully by means of a theodolite. Then what is the value of D in the subtense bar method?

The two targets are at a distance s apart, and each at s/2 from the ce

1.	The two targets are at a distance s apart, and each at s/2 from the centre, i.e. vertical axis. The horizontal angle is measured carefully by means of a theodolite. Then what is the value of D in the subtense bar method?
A.	s/2
B.	s/
C.	s/4
D.	2s/
Answer» C. s/4

Discussion

No Comment Found

Related MCQs

The following notes refer to a traverse run by a tacheometer fitted with an anallactic lens, with constant 100 and staff held vertical. Line, Bearing, Vertical Angle, Staff Intercept -PQ, 30o 24 , + 5o 06 ,1.875; QR, 300o 48 , + 3o 48 ,1.445; RS, 226o 12 , 2o 36 , 1.725 respectively. Find the length and bearing of SP.
The vertical angles to vanes fixed at 1 m and 3 m above the foot of the staff held vertically at a station P were 1o 45 and + 2o 30 , respectively. Find the horizontal distance and the reduced RL of P if the RL of the instrument axis is 110.00 m?
The horizontal angle subtended at the theodolite station by a subtense bar with vanes 3 m apart is 0o 10 40 . Calculate the horizontal distance between the theodolite and the subtense bar?
A tacheometer is setup at an intermediate point on a traverse course PQ and the following observations are made on a staff held vertical. Staff Station Vertical Angle Staff Intercept Axial Hair Readings P + 9o30 2.250 2.105 Q + 6o00 2.055 1.975 The constants are 100 and 0. Compute the length PQ and the reduced level of Q. RL of P = 350.50 m.
Stadia readings were taken with a theodolite on a vertical staff with the telescope inclined at an angle of depression of 3o30 . The staff readings were 2.990, 2.055 and 1.120. The reduced level of the staff station is 100.000m, and the height of the instrument is 1.40 m. What is the reduced level of the ground at the instrument? Take constants as 100 and zero.
The two targets are at a distance s apart, and each at s/2 from the centre, i.e. vertical axis. The horizontal angle is measured carefully by means of a theodolite. Then what is the value of D in the subtense bar method?
In the subtense bar method, the horizontal angle subtended by two targets fixed on a horizontal bar at a known distance apart is measured at instrument station by theodolite.

The two targets are at a distance s apart, and each at s/2 from the centre, i.e. vertical axis. The horizontal angle is measured carefully by means of a theodolite. Then what is the value of D in the subtense bar method?

Discussion

No Comment Found

Related MCQs

Reply to Comment