Image
MCQ
21901. The resultant of two forces P & Q (Such that P > Q) acting along the same straight line but in opposite direction is given by- [MOD-20]
P+Q
P-Q
P/Q
Q/P
21902. The highest value of specific heat is found in- [PPA-19]
Alcohol
Kerosene
Methane
Water
21903. If a material expands freely due to heating it will develop- [PPA-19]
thermal stresses
no stresses
tensile stress
bending
21904. A material capable of absorbing large amount of energy before fracture is known as- উত্তর (PPA-19)
ductility
shock proof
toughness
resilience
21905. The stress developed in the material without any permanent set is called. [MES-18]
elastic limit
breaking point
yield point
ultimate point
21906. Young's modulus is the property of- [PPA-19]
Gas only
Solid only
Liquid and solid
Liquid only
21907. The unit of force in S.I. system of units is- [BB-20, BADC-18, MOD-20]
Dyne
Watt
Newton
Kilogram
21908. The poisson's ratio for steel varies from- [BREB-17; MES-18]
0.22 to 0.27
0.32 to 0.42
0.25 to 0.33
0.31 to 0.34
21910. The relation between Young's modulus (E) and Bulk modulus (K) is given by- [MES-18]
K=3m-2 /mE
K= mE/3(m-2)
K=3(m-2)/mE
K= mE / 3(m-2)
21911. Two forces of 6 and 8kg act at right angles to each other, the resultant force will be- [PPA-19]
10
14
41
28
21913. Which of the following materials is most elastic? [PPA-19]
rubber
steel
plastic
brass
21914. The materials having same elastic properties in all directions are called- [PPA-19]
ideal materials
isotropic materials
elastic materials
uniform materials
21916. If two forces of 3kg and 4kg act at right angles to each other, their resultant force will be- [MOCA-19]
7kg
14kg
5kg
7kg
21917. The ultimate tensile stress for mild steel is - the ultimate compressive stress. [MES-18]
equal to
more than
less than
none of these
21918. If the resultant of two equal force has the same magnitude as either of the force, then the angle between the two forces is- [BADC-18]
30°
120°
60°
90°
21920. Deformation per unit length in the direction of force is known as- [PPA-19]
Strain
Lateral strain
Linear strain
Stress