 
			 
			MCQOPTIONS
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				This section includes 10 Mcqs, each offering curated multiple-choice questions to sharpen your Surveying knowledge and support exam preparation. Choose a topic below to get started.
| 1. | Perpendicular chords can be obtained by using the successive bisection method. | 
| A. | True | 
| B. | False | 
| Answer» B. False | |
| 2. | The successive bisection of chords comes under which of the following category? | 
| A. | Transition curve | 
| B. | Reverse curve | 
| C. | Compound curve | 
| D. | Simple curve | 
| Answer» E. | |
| 3. | Find the perpendicular offset using successive bisection of chords, with radius 34.98m and length 12.65 m. | 
| A. | 0.75m | 
| B. | 0.57m | 
| C. | 5.07m | 
| D. | 7.05m | 
| Answer» C. 5.07m | |
| 4. | Which of the following describes the advantage of bisection of chords method? | 
| A. | Setting out more chords | 
| B. | Setting out more parallels | 
| C. | Setting out more points | 
| D. | Setting out more perpendiculars | 
| Answer» D. Setting out more perpendiculars | |
| 5. | Perpendicular offsets can be set out after__________ | 
| A. | Resection | 
| B. | Intersection | 
| C. | Trisection | 
| D. | Bisection | 
| Answer» E. | |
| 6. | Which of the following represents the replication of versine? | 
| A. | 1-cos | 
| B. | 1-cosec | 
| C. | 1-cot | 
| D. | 1-sin | 
| Answer» B. 1-cosec | |
| 7. | Set a perpendicular offset for A and B using the radius and the angle given. R = 34.76m and = 14 76 . | 
| A. | 2.08m | 
| B. | 0.82m | 
| C. | 0.28m | 
| D. | 8.02m | 
| Answer» D. 8.02m | |
| 8. | The bisection of chords method involves more accuracy. | 
| A. | False | 
| B. | True | 
| Answer» C. | |
| 9. | Find the perpendicular distance if the radius of the curve is given as 10.26m and the angle as = 10 24 . | 
| A. | 0.042m | 
| B. | 0.402m | 
| C. | 0.204m | 
| D. | 0.024m | 
| Answer» B. 0.402m | |
| 10. | Which of the following indicates the formula for linear method of bisection of arcs? | 
| A. | ( R + (R^2 ( frac{l}{2})^2)^{1/2} ) | 
| B. | ( R * (R^2 ( frac{l}{2})^2)^{1/2} ) | 
| C. | ( R (R^2 + ( frac{l}{2})^2)^{1/2} ) | 
| D. | ( R (R^2 ( frac{l}{2})^2)^{1/2} ) | 
| Answer» E. | |