Only (i)
Both (i) and (ii)
Both (i) and (iii)
All (i), (ii) and (iii)
B. Both (i) and (ii)
1500 kg/cm2
1575 kg/cm2
945 kg/cm2
1650 kg/cm2
0.65 kN/m²
0.75 kN/m²
1.35 kN/m²
1.50 kN/m²
Tacking rivets are used if the minimum distance between centres of two adjacent rivets exceeds 12 t or 200 mm, whichever is less
Tacking rivets are not considered to calculate stress
Tacking rivets are provided throughout the length of a compression member composed of two components back to back
All the above
Mainly used to resist bending stress
Used as independent sections to resist compressive stress
Used as independent sections to resist tensile stress
All the above
Only on the ultimate stress of the material
Only on the yield stress of the material
Only on the geometry of the section
Both on the yield stress and ultimate stress of material
Load/Shear strength of a rivet
Load/Bearing strength of a rivet
Load/Tearing strength of a rivet
Load/Rivet value
A tie
A tie member
A tension member
All the above
Is equal to 1
Is always less than 1
Is always greater than 1
Can be less than 1
Steel work
Material fastened to steel work
Material supported permanently
All the above
fc = π²E/(I/r)²
fc = (I/r)²/ πE
fc = (I/r)/ πE
fc = π²E/(I/r)
Equal to load factor in determinate structures
More than the load factor in determinate structures
Less than the load factor in determinate structures
Unpredictable
d but not less than 0.20 d
1.25 d but not less than 0.33 d
1.5 d but not less than 0.33 d
2.0 d but not less than 0.50 d
150 t
160 t
170 t
180 t
4.5 mm
6 mm
8 mm
10 mm
fbc = (M/Ixx) × y₁
fbc = (Ixx/M) × y₁
fbc = (Ixx/M) + y₁
fbc = (M/Ixx) + y₁
Euler's formula
Rankine formula
Perry Robertson formula
Secant formula
Is zero
Is equal to its radius of gyration
Is supported on all sides throughout its length
Is between the points of zero moments
It is uneconomical
It cannot carry the load safely
It is difficult to connect beams to the round sections
All of the above
WL²/10
- WL²/10
- WL²/12
WL²/12
0
0.5
Between 0.5 and 1.0
1.0
Modulus of elasticity
Shear modulus of elasticity
Bulk modulus of elasticity
All the above
Bending moment is maximum
Shearing force is minimum
Concentrated loads act
Deflection is maximum
The effective span
1.25 times the effective span
1.50 times the effective span
2.0 times the effective span
1.0 mm for rivet diameter upto 12 mm
1.5 mm for rivet diameter exceeding 25 mm
2.0 mm for rivet diameter over 25 mm
None of these
L
0.67 L
0.85 L
1.5 L
± 0.2
±0.5
± 0.7
0
Section is of double open channel form with the webs not less than 40 mm apart
Overall depth and width of the steel section do not exceed 750 and 450 mm respectively
Beam is solidly encased in concrete with 10 mm aggregate having 28 days strength 160 kg/cm2
All the above
Length of the column
Strength of the column
Cross-sectional area of the column
None of these
To reduce the compressive stress
To reduce the shear stress
To take the bearing stress
To avoid bulking of web plate
26,000 kg
26,025 kg
26,050 kg
26,075 kg