WorksheetsProperties of Matter
Total questions: 28
Worksheet time: 1hrs 23mins
A cylindrical rod of cross-sectional area A experienced pressure P due to a compressive force F. If the force applied is reduced to one-third what happens to pressure?
also reduced to one-third
tripled
remains the same
The cause of elasticity of a substance is
deformation
large internal restoring force
low internal restoring force
less distance between the molecules
Stress = ..............................
VolumeForcce
LengthForce
AreaForce
What is the unit of stress?
N/m2
Nm2
Pascals
(N/M)-2
Which of the following is a correct definition for strain?
It is the length divided by the original length.
It is the extension divided by the length.
It is the extension divided by the original length.
It is the force divided by the cross-sectional area.
What is the equation for Tensile Strain of a material?
Force / Area
Stress / Area
Extension / Length
F / A
The equation for strain is...
ϵ=AF
ϵ=F⋅A
ϵ=LΔL
ϵ=ΔL⋅A
The unit for "Strain" is m2.
True
False
Young's modulus is a measure of
Hardness
Strength
Stiffness
Toughness
Materials with a high value of Young’s modulus are
stiffer
weak
Young’s modulus DOES NOT depend to the length of the wire, but it depends on the MATERIAL that made the wire.
True
False
Unit of Young's modulus is .............
Nm
N/m²
N
Given the Young's modulus of elasticity below rank the metals according to the magnitude of tensile stress it can hold from highest to lowest.
Aluminum 69 GPa
Brass 125 GPa
Steel 200 GPa
Aluminum, Brass, Steel
Brass, Aluminum, Steel
Steel, Brass, Aluminum
This refers to the ratio of tensile stress to tensile strain.
Bulk Modulus of elasticity
Shear Modulus of Rigidity
Young's Modulus of elasticity
Young's modulus =
Stress × Strain
StrainStress
StressStrain
Which of these is a formula for Young's modulus
Y=AF×LΔL
Y=AF×ΔLL
Y=LF×ΔLA
Which is the correct equation to find the change in length of a cylindrical metal rod the experience a tensile stress?
A
B
C
Which of the following is a correct expression for the Young's modulus of a wire with a circular cross-section with diameter d? The original length, extension, and force are L, ΔL, and F, respectively.
πd2ΔLFL
πd2ΔL4FL
πd2LFΔL
4FLπd2ΔL
A nylon string, has a diameter of 2.00 mm, is pulled by a force of 100 N. Determine the stress.
318 MPa
31.8 MPa
3.18 MPa
A 1.00 m long cord is pulled by a force causing its length to change by 2.00 mm. Determine the strain.
0.2
0.02
0.002
A concrete has a height and unit area of 5.00 m and 3.00 m2 respectively. If it supports a mass of 3.00×104 kg and its height changes by 0.0250 mm, what is the Young's modulus of this concrete?
2.00 GPa
19.6 GPa
2.00 MPa
The straight line graph (OA) obeys Hooke’s law which states ‘Below the proportionality limit, the restoring force, 𝐹𝑠 is INVERSELY proportional to the extension, 𝐹𝑠=−𝑘𝑥, where 𝑥 is the amount of extension.
True
False
What happened at point D?
The change in the internal structure of the material.
The force (stress) on the material is maximum and is known as the breaking force (stress).
This is the point where the material breaks or fractures.
The limit beyond which the material does not behave elastically is known as
Proportional limit
Plastic limit
Elastic limit
Yield Point
Which point on the graph best describes the yield point of this material?
A
B
D
E
What happens at the Yield point?
solid material that is being stretched begins to change shape permanently
material begins to elastically deform
Material is under high compressive forces and shrinks
What is the definition of tensile strength
Resistance to localized plastic deformation induced by either mechanical indentation or abrasion.
The external force acting on an object or surface parallel to the slope or plane in which it lies
Maximum load that a material can support without fracture when being stretched.
Plastic deformation occurs when a material is deformed beyond its elastic limit.
True
False
