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This section includes 34 Mcqs, each offering curated multiple-choice questions to sharpen your Strength Materials knowledge and support exam preparation. Choose a topic below to get started.
1. |
The development length can be determined easily by _______ test. |
A. | Push out test |
B. | Pull out test |
C. | Grading test |
D. | Slump cone test |
Answer» C. Grading test | |
2. |
_____________ bond arises when bar carrying certain force is terminated. |
A. | Anchorage |
B. | Flexural |
C. | Indemnity |
D. | Equivalent |
Answer» B. Flexural | |
3. |
Which of the following bond is also known as a local bond? |
A. | Anchorage bond |
B. | Fletched bond |
C. | Flexural bond |
D. | Composite bond |
Answer» D. Composite bond | |
4. |
___________ depends on grade of concrete and diameter of bar etc. |
A. | Shear stress |
B. | Bond stress |
C. | Bending |
D. | Rupture |
Answer» C. Bending | |
5. |
The ultimate shear force at a section of an RCC beam is 300 kN. The shear resisted by concrete is 77.5 kN. What is the shear for which shear reinforcement is required? |
A. | 213.5 kN |
B. | 220 kN |
C. | 222.5 kN |
D. | 122.5 kN |
Answer» D. 122.5 kN | |
6. |
Bent up bars do not resist diagonal tension. |
A. | True |
B. | False |
Answer» C. | |
7. |
Calculate the nominal shear stress, if a singly reinforced rectangular beam 230×450 mm effective depth is subjected to a factored load of 60 kN. |
A. | 0.6 N/mm2 |
B. | 0.55 N/mm2 |
C. | 0.4 N/mm2 |
D. | 0.25 N/mm2 |
Answer» B. 0.55 N/mm2 | |
8. |
As per IS 456 – 2000, the maximum permissible shear stress, τC max is based on: |
A. | Diagonal tension failure |
B. | Diagonal compression failure |
C. | Flexural tension failure |
D. | Flexural compression failure |
Answer» C. Flexural tension failure | |
9. |
Minimum shear reinforcement in beams is provided in the form of stirrups |
A. | to resist the extra shear force due to live load |
B. | to resist the effect of shrinkage of concrete |
C. | to resist the principal tension |
D. | to resist the shear cracks at the bottom of beam |
Answer» D. to resist the shear cracks at the bottom of beam | |
10. |
A rectangular beam with b = 200 mm and effective depth d = 300 mm is subjected to limit state shear of 80 kN and torsional moment of 6 kNm. The equivalent value of shear will be |
A. | 128 kN |
B. | 116 kN |
C. | 104 kN |
D. | 92 kN |
Answer» B. 116 kN | |
11. |
A steel section is subjected to a combination of shear and bending actions. The applied shear force is V and the shear capacity of the section is Vs. For such a section, high shear force (as per IS : 800 - 2007) is defined as, |
A. | V > 0.6 Vs |
B. | V > 0.7Vs |
C. | V > 0.8Vs |
D. | V > 0.9Vs |
Answer» B. V > 0.7Vs | |
12. |
If the stirrup spacing is equal to 0.75 times the effective depth of an RC beam, then the shear capacity of stirrup is equal to |
A. | 1.25 (fy Asv) |
B. | 1.16 (fy Asv) |
C. | 1.00 (fy Asv) |
D. | 0.80 (fy Asv) |
Answer» C. 1.00 (fy Asv) | |
13. |
A rectangular beam is of size 230 mm × 350 mm (effective depth). The factored shear force acting at a section is 80 kN. If the permissible shear stress in concrete is 0.25 MPa, the design shear force is nearly |
A. | 100 kN |
B. | 80 kN |
C. | 60 kN |
D. | 20 kN |
Answer» D. 20 kN | |
14. |
In shear design of an RC beam, other than the allowable shear strength of concrete (τc), there is also an additional check suggested in IS 456-2000 with respect to the maximum permissible shear stress (τcmax). The check for τcmax is required to take care of: |
A. | Additional shear resistance from reinforcing steel. |
B. | Additional shear stress that comes from accidental loading. |
C. | Possibility of failure of concrete by diagonal tension. |
D. | Possibility of crushing of concrete by diagonal compression. |
Answer» E. | |
15. |
Consider the following statements in the light of IS : 456 – 2000:1. There is an upper limit on the nominal shear stress in beams (even with shear reinforcement) due to the possibility of crushing of concrete in diagonal compression.2. A rectangular concrete slab whose length is equal to its width may not be a two-way slab for certain definable support conditions.Which of the above statements is/are correct? |
A. | 1 only |
B. | 2 only |
C. | Both 1 and 2 |
D. | Neither 1 nor 2 |
Answer» D. Neither 1 nor 2 | |
16. |
If a square column section of size 400 mm × 400 mm is reinforced with 4 bars of 25 mm and 4 bars of 16 mm diameter, then the transverse steel should be : |
A. | 6 mm dia @ 250 mm c/c |
B. | 6 mm dia @ 300 mm c/c |
C. | 8 mm dia @ 250 mm c/c |
D. | 8 mm dia @ 300 mm c/c |
Answer» D. 8 mm dia @ 300 mm c/c | |
17. |
A singly-reinforced rectangular concrete beam of width 300 mm and effective depth 400mm is to be designed using M25 grade concrete and Fe500 grade reinforcing steel. For the beam to be under-reinforced, the maximum number of 16 mm diameter reinforcing bars that can be provided is |
A. | 3 |
B. | 4 |
C. | 5 |
D. | 6 |
Answer» D. 6 | |
18. |
Consider two RCC beams, P and Q, each of width 400 mm and effective depth 750 mm, made with concrete having a τc max = 2.0 MPa. For the reinforcement provided and the grade of concrete used, it may be assumed than τc max = 0.75 MPa. If the design shear for the beams P and Q is 400 kN and 750 kN, respectively, which of the following statements is true considering the provisions of IS 456-2000? |
A. | Shear reinforcement should be designed for 175 kN for beam P and the section for beam Q should be revised |
B. | Nominal shear reinforcement is required for beam P and the shear reinforcement should be designed for 120 kN for beam Q |
C. | Shear reinforcement should be designed for 175 kN for beam P and the section for beam Q should be designed for 525 kN for beam Q |
D. | The sections for both beams, P and Q need to be revised |
Answer» B. Nominal shear reinforcement is required for beam P and the shear reinforcement should be designed for 120 kN for beam Q | |
19. |
Assuming concrete below the neutral axis to be cracked, the shear stress across the depth of a singly-reinforced rectangular beam section |
A. | increases parabolically to the neutral axis and then drops suddenly to zero value |
B. | increases parabolically to the neutral axis and then remains constant over the remaining depth |
C. | increases linearly to the neutral axis and then remains constant up to the tensioned steel |
D. | increases parabolically to the neutral axis and then remains constant up to the tensioned steel |
Answer» E. | |
20. |
WHICH_OF_THE_FOLLOWING_BOND_IS_ALSO_KNOWN_AS_LOCAL_BOND??$ |
A. | Anchorage bond |
B. | Fletched bond |
C. | Flexural bond |
D. | Composite bond |
Answer» D. Composite bond | |
21. |
The development length can be determined easily by _______ test.$ |
A. | Push out test |
B. | Pull out test |
C. | Grading test |
D. | Slump cone test |
Answer» C. Grading test | |
22. |
_____________ bond arises when bar carrying certain force is terminated.$ |
A. | Anchorage |
B. | Flexural |
C. | Indemnity |
D. | Equivalent |
Answer» B. Flexural | |
23. |
Calculate the moment of inertia of a hollow circular section whose external diameter is 60 mm and thickness is 5 mm about centroidal axis. |
A. | 315 m<sup>2</sup> |
B. | 320 m<sup>4</sup> |
C. | 330 m<sup>4</sup> |
D. | 345 m<sup>4</sup> |
Answer» D. 345 m<sup>4</sup> | |
24. |
Polar moment of inertia is denoted by ___________ |
A. | G |
B. | J |
C. | K |
D. | M |
Answer» C. K | |
25. |
In case of HYSD bars ___________ are provided to increase anchorage length. |
A. | Lateral ties |
B. | Helical reinforcement |
C. | Standard hooks |
D. | Standard bends |
Answer» E. | |
26. |
To improve the anchorage of bars ______ are provided in plain bars. |
A. | Standard hooks |
B. | Stirrups |
C. | Lateral ties |
D. | Standard bends |
Answer» B. Stirrups | |
27. |
___________ depends on grade of concrete and diameter of bar etc? |
A. | Shear stress |
B. | Bond stress |
C. | Bending |
D. | Rupture |
Answer» C. Bending | |
28. |
Bond is developed due to _________ |
A. | Viscosity |
B. | Gravity |
C. | Friction |
D. | Acoustics |
Answer» D. Acoustics | |
29. |
________ is developed due to adhesion between concrete and steel. |
A. | Shear |
B. | Flexure |
C. | Bond |
D. | Creep |
Answer» D. Creep | |
30. |
Bond stress is a stress acting ___________ to the bar on the interface between reinforcement and concrete. |
A. | Perpendicular |
B. | Parallel |
C. | Normal |
D. | Transverse |
Answer» C. Normal | |
31. |
The ultimate shear force at a section of a RCC beam is 300 kN. The shear resisted by concrete is 77.5 kN. What is the shear for which shear reinforcement is required? |
A. | 213.5 kN |
B. | 220 kN |
C. | 222.5 kN |
D. | 122.5 kN |
Answer» D. 122.5 kN | |
32. |
Bent up bars do not resist diagonal tension? |
A. | True |
B. | False |
Answer» C. | |
33. |
The minimum shear reinforcement is given by Asv/bSv = _______ |
A. | 0.4 /0.87 fy |
B. | 0.5 /0.85 fy |
C. | 0.6 /0.9 fy |
D. | 0.35/ 0.6 fsc |
Answer» B. 0.5 /0.85 fy | |
34. |
Calculate the nominal shear stress, if a singly reinforced rectangular beam 230√ó450 mm effective depth is subjected to a factored load of 60 kN. |
A. | 0.6 N/mm<sup>2</sup> |
B. | 0.55 N/mm<sup>2</sup> |
C. | 0.4 N/mm<sup>2</sup> |
D. | 0.25 N/mm<sup>2</sup> |
Answer» B. 0.55 N/mm<sup>2</sup> | |