S.No. |
To make a close traverse using prismatic compass. |
1. |
To determine reduced level of various points using dumpy level. |
2. |
To measure horizontal angle by (1) method of repetition (2) method of reiteration. |
3. |
To locate various points using method of (1) Radiation (2) Intersection. |
4. |
To locate plane table station using two point problem. |
5. |
T o locate plane table station using three point problem. |
6. |
To trace out the simple circular curve using rankine method. |
7. |
To trace out simple circular curve by using two theodolite method. |
8. |
To determine the height of an object, base is inaccessible instrument axis at different levels with same vertical plane. |
9. |
Chain survey of given area. |
10. |
To make a close traverse using prismatic compass. |
11. |
To determine reduced level of various points using dumpy level. |
12. |
Profile leveling of a given route. |
13. |
To measure a horizontal angle by |
14. |
Method of repetition (ii) Method of reiteration. |
15. |
To determine the multiplying constant & additive constant of tacheometer. |
16. |
To locate the points using method of |
17. |
Intersection (ii) Rediation |
18. |
To locate the plane table station using three point problem. |
19. |
To locate the plane table station using two point problem. |
20. |
Contour Survey of given area using square method. |
21. |
To trace out the simple curve with the help of chain tape only (by ordinate from the long chord). |
22. |
To trace out the simple curve with the help of chain tape only by theodolite (Rankine’s Mehtod). |
23. |
To trace out the simple when the point of intersection is inaccessible. |
24. |
To trace out the simple curve using successive of ACRs or Chord. |
25. |
To determine the height of an object the base of which inaccessible instruments axes of different level in same vertical plane with the object. |
26. |
To determine the height of an object the base of which inaccessible instruments station not in the same vertical plane with the object. |
27. |
To set out a simple circular curve by Radial offsets. |
28. |
To set out a simple circular curve by perpendicular offsets. |