86. Drafts-man grade I /Town Planning Surveyor Grade I
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100 questions
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- Q1Structural steel sections are conforming toIS 432 - 1982IS 226 - 1975IS 1139 - 1966IS 1786 - 198530sEditDelete
- Q230sEditDelete
- Q3For an over reinforced sectionna≠ncna=ncna> ncna < nc30sEditDelete
- Q4The relation : Minimum shear reinforcement in the form of stirrups shall be provided in accordance withAsv/bxSv ≥0.4/ fyAsv/bxSv ≥fy/0.4Asvxb/Sv ≥fy/0.4Asvx fy/Sv≥b/0.430sEditDelete
- Q5The development length Ld is given by the equationσsxd/SτbdσsxФ/4τbdσs/4τbdσsxФ/τbd30sEditDelete
- Q6Maximum horizontal distance between tension bars in case of beams for mild steel :> or =200 mm< or =180 mm< or =150 mm< or =300 mm30sEditDelete
- Q7For the design of one way slab, main steel reinforcement Ast is obtained by :M/σst JdMσst/JdMσstJ/dMσstJd30sEditDelete
- Q8For two way slab long span, short span ratio should be :≥2=2>2≠230sEditDelete
- Q9The minimum number of longitudinal bars provided in a circular column:845630sEditDelete
- Q10The diameter of longitudinal bars in columnn should not be less than :12 mm10 mm16 mm8 mm30sEditDelete
- Q11The way in which the force is acting :Point of applicationSenseMagnitudeDirection30sEditDelete
- Q12When the forces in a force system lie in the same plane and have the same line of action, then the force system is called :Coplanar collinearCoplanar concurrentCoplanar parallelCoplanar non-concurrent30sEditDelete
- Q13The maximum angle of inclination of the plane at which a body remain in equilibrium under the action of friction only:Angle of reposeAngle of frictionCone of frictionAngle of inclination30sEditDelete
- Q1430sEditDelete
- Q15The centre of gravity of a hemisphere from the base is at a distance of :6r/82r/84r/83r/830sEditDelete
- Q1630sEditDelete
- Q17Volumetric strain of a rectangular body subjected to an axial force is :e(2-2/m)e(1-1/m)e(P-2/m)e(1-2/m)30sEditDelete
- Q18If the linear strain is 0.00045 and lateral strain is 0.00015, the poisson's ratio is equal to30.00030.00061/330sEditDelete
- Q19The maximum strain energy stored in a body is known as:ResilienceModulus of ruptureModulus of resilienceProof resilience30sEditDelete
- Q2030sEditDelete