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This section includes 10 Mcqs, each offering curated multiple-choice questions to sharpen your Design Of Steel Structures knowledge and support exam preparation. Choose a topic below to get started.
1. |
The compressive strength for ISMB 400 used as a column for length 5m with both ends hinged is |
A. | 275 kN |
B. | 375.4 kN |
C. | 453 kN |
D. | 382 kN |
Answer» C. 453 kN | |
2. |
The value of design compressive strength is limited to |
A. | f<sub>y</sub> + <sub>m0</sub> |
B. | f<sub>y</sub> |
C. | f<sub>y</sub> <sub>m0</sub> |
D. | f<sub>y</sub> / <sub>m0</sub> |
Answer» E. | |
3. |
The design compressive strength in terms of stress reduction factor is given by |
A. | Xf<sub>y</sub> |
B. | Xf<sub>y</sub> / <sub>m0</sub> |
C. | X /f<sub>y</sub> <sub>m0</sub> |
D. | Xf<sub>y</sub> <sub>m0</sub> |
Answer» C. X /f<sub>y</sub> <sub>m0</sub> | |
4. |
What is the value of non dimensional slenderness ratio in the equation of design compressive strength? |
A. | (f<sub>y</sub> /f<sub>cc</sub>) |
B. | (f<sub>y</sub> f<sub>cc</sub>) |
C. | (f<sub>y</sub> /f<sub>cc</sub>) |
D. | (f<sub>y</sub> f<sub>cc</sub>) |
Answer» D. (f<sub>y</sub> f<sub>cc</sub>) | |
5. |
Euler buckling stress fcc is given by |
A. | ( <sup>2</sup>E)/(KL/r)<sup>2</sup> |
B. | ( <sup>2</sup>E KL/r)<sup>2</sup> |
C. | ( <sup>2</sup>E)/(KL/r) |
D. | ( <sup>2</sup>E)/(KLr)<sup>2</sup> |
Answer» B. ( <sup>2</sup>E KL/r)<sup>2</sup> | |
6. |
The value of in the equation of design compressive strength is given by |
A. | = 0.5[1- ( -0.2)+ <sup>2</sup>]. |
B. | = 0.5[1- ( -0.2)-+ <sup>2</sup>]. |
C. | = 0.5[1+ ( +0.2)- <sup>2</sup>]. |
D. | = 0.5[1+ ( -0.2)+ <sup>2</sup>]. |
Answer» E. | |
7. |
If imperfection factor = 0.49, then what is the buckling class? |
A. | a |
B. | c |
C. | b |
D. | g |
Answer» C. b | |
8. |
What is the value of imperfection factor for buckling class a? |
A. | 0.34 |
B. | 0.75 |
C. | 0.21 |
D. | 0.5 |
Answer» D. 0.5 | |
9. |
The design compressive stress, fcd of column is given by |
A. | [f<sub>y</sub> / <sub>m0</sub>]/ [ ( <sup>2</sup>- <sup>2</sup>)<sup>2</sup>]. |
B. | [f<sub>y</sub> / <sub>m0</sub>] / [ + ( <sup>2</sup>- <sup>2</sup>)]. |
C. | [f<sub>y</sub> / <sub>m0</sub>]/[ ( <sup>2</sup>- <sup>2</sup>)<sup>0.5</sup>]. |
D. | [f<sub>y</sub> / <sub>m0</sub>] / [ + ( <sup>2</sup>- <sup>2</sup>)<sup>0.5</sup>]. |
Answer» E. | |
10. |
The design compressive strength of member is given by |
A. | A<sub>e</sub>f<sub>cd</sub> |
B. | A<sub>e</sub> /f<sub>cd</sub> |
C. | f<sub>cd</sub> |
D. | 0.5A<sub>e</sub>f<sub>cd</sub> |
Answer» B. A<sub>e</sub> /f<sub>cd</sub> | |