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This section includes 15 Mcqs, each offering curated multiple-choice questions to sharpen your Surveying knowledge and support exam preparation. Choose a topic below to get started.
1. |
If the radii of the curves in a reverse curve are equal, calculate the distance between the tangent points T1 and T2. Assume R = 98.54m with deflection angle 54 31 . |
A. | 108.52m |
B. | 180.52m |
C. | 180.25m |
D. | 108.25m |
Answer» C. 180.25m | |
2. |
Calculate the chainage of P.R.C, if the chainage of Tangent is 567.54m and the curve length is about 65m. |
A. | 623.54m |
B. | 632.45m |
C. | 362.54m |
D. | 632.54m |
Answer» E. | |
3. |
Find the value of tangent distance, possessing radius of curvature as 24.89m, common tangent 65m length and having deflection angles as 24 56 and 76 32 . |
A. | 64.5m |
B. | 46.5m |
C. | 64.98m |
D. | 62.5m |
Answer» B. 46.5m | |
4. |
Determine the common tangent of a reverse curve if the radius of curvature and deflection angles is given as, 43.57m, 32 43 and 65 76 . |
A. | 217.087m |
B. | 127.087m |
C. | 127.807m |
D. | 127.708m |
Answer» C. 127.807m | |
5. |
Calculate the short tangent length, if the radius of curvature is given as 56.21m and the deflection angle as 32 54 . |
A. | 61.6m |
B. | 116.6m |
C. | 16.6m |
D. | 6.6m |
Answer» D. 6.6m | |
6. |
The formula of length of tangent is given as___________ |
A. | t = L tan( /2) |
B. | t = r tan( /2) |
C. | t = r + tan( /2) |
D. | t = r * tan( /2) |
Answer» E. | |
7. |
In case of parallel straights, the length of the curve is given as__________ |
A. | L = (2(R1+R2)V)<sup>1/2</sup> |
B. | L = 2L(R1+R2) / V |
C. | L = 2V(R1-R2) / R |
D. | L = 2V(R1*R2) / R |
Answer» B. L = 2L(R1+R2) / V | |
8. |
Which of the following indicates the correct set of the cases employed in reverse curves? |
A. | Perpendicular, non-parallel |
B. | Parallel, perpendicular |
C. | Non-parallel, parallel |
D. | Perpendicular, curved |
Answer» D. Perpendicular, curved | |
9. |
A Reverse curve can be set by which of the following methods? |
A. | Method of bisection of arcs |
B. | Method of deflection angles |
C. | Method of deflection distances |
D. | Method of tangential angles |
Answer» E. | |
10. |
Chainage at the point of reverse curve can be given as__________ |
A. | Chainage at P.R.C = Chainage at P.C + length of first arc |
B. | Chainage at P.R.C = Chainage at P.I + length of first arc |
C. | Chainage at P.R.C = Chainage at P.C + length of second arc |
D. | Chainage at P.R.C = Chainage at P.C length of first arc |
Answer» B. Chainage at P.R.C = Chainage at P.I + length of first arc | |
11. |
Which of the following case is assumed in a reverse curve? |
A. | = <sub>1</sub> * <sub>2</sub> |
B. | = <sub>2</sub> <sub>1</sub> |
C. | = <sub>1</sub> <sub>2</sub> |
D. | = <sub>1</sub> + <sub>2</sub> |
Answer» D. = <sub>1</sub> + <sub>2</sub> | |
12. |
Which of the following cases is generally adopted in the reverse curve? |
A. | T1 = T2 |
B. | R1 = R2 |
C. | t1 = t2 |
D. | Chainages are equal |
Answer» C. t1 = t2 | |
13. |
Which of the following curves is not used in case highways? |
A. | Simple curve |
B. | Compound curve |
C. | Transition curve |
D. | Reverse curve |
Answer» E. | |
14. |
Which of the following provides the best case for setting the reverse curve? |
A. | When straights are perpendicular |
B. | When straights form arc |
C. | When straights are parallel |
D. | When straights form curves |
Answer» D. When straights form curves | |
15. |
Reverse curve is a combination of two simple curves. |
A. | True |
B. | False |
Answer» B. False | |