Lesson 3.4.2.1
3.4.2.1 Bulk properties of solids Quiz: AQA Physics, Unit 4
20 questions
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Lesson 3.4.2.1, Bulk properties of solids: 20 multiple choice questions for the AQA Physics (7408), Unit 4: Mechanics and materials, written with Revision Ninja.
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The 20 questions
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Density is defined as:
- mass divided by volume
- volume divided by mass
- weight divided by volume
- mass multiplied by volume
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Hooke's law states that:
- force is proportional to the square of the extension at all times
- extension is proportional to the applied force, provided the elastic limit is not exceeded
- extension is independent of the applied force
- stress is inversely proportional to strain at all times
-
The spring constant k of a spring is:
- energy per unit extension, in J m
- force per unit mass, in N kg^-1
- force per unit extension, in N m^-1
- extension per unit force, in m N^-1
-
Tensile stress is defined as:
- energy stored divided by extension
- force divided by cross-sectional area perpendicular to the force
- extension divided by original length
- force multiplied by cross-sectional area
-
Tensile strain is:
- extension multiplied by original length
- change in cross-sectional area per unit length
- stress divided by force
- extension divided by original length, which has no unit
-
On a force-extension graph, brittle fracture is shown by:
- the graph returning to zero along the same line
- the material breaking suddenly with little or no plastic deformation
- a gradual curve with large extension before breaking
- the force falling steadily while the extension keeps growing
-
Which feature of a force-extension graph marks the elastic limit?
- the point where the extension equals the original length
- the point beyond which the graph is no longer a straight line through the origin
- the point where the graph reaches its maximum force
- the point where the graph meets the force axis
-
A spring extends by 4.0 cm when a 20 N force is applied. What is its spring constant?
- 50 N m^-1
- 0.002 N m^-1
- 500 N m^-1
- 5000 N m^-1
-
A block measures 4.0 cm by 5.0 cm by 10 cm and has mass 1.2 kg. What is its density?
- 2400 kg m^-3
- 6000 kg m^-3
- 60 kg m^-3
- 600 kg m^-3
-
A spring with k = 500 N/m is extended by 0.060 m. What elastic energy is stored?
- 0.9 J
- 30 J
- 0.45 J
- 1.8 J
-
A steel wire of radius 0.50 mm carries a tensile force of 20 N. What is the tensile stress?
- about 40 MPa
- about 250 MPa
- about 25 MPa
- about 2.5 MPa
-
A force increases steadily from 0 to 12 N as a spring extends by 0.30 m, obeying Hooke's law. What energy is stored?
- 3.6 J
- 12 J
- 0.9 J
- 1.8 J
-
Two springs experience the same force. Spring A has k = 100 N/m and spring B has k = 400 N/m. Which statement is correct?
- A extends twice as much as B
- B extends four times as much as A
- A and B extend by equal amounts
- A extends four times as much as B
-
After a material is loaded beyond its elastic limit and the load is removed, it:
- shows a steeper straight line through the origin
- retains a permanent extension
- stores more energy than before
- returns exactly to its original length
-
A metal cube has a mass of 80 g and a volume of 8.0 cm^3. What is its density?
- 6.4 g cm^-3
- 40 g cm^-3
- 0.1 g cm^-3
- 10 g cm^-3
-
A wire obeys Hooke's law up to a force of 40 N, where its extension is 8.0 mm. How much elastic energy is stored at 40 N?
- 0.40 J
- 0.08 J
- 0.32 J
- 0.16 J
-
Two identical wires carry the same tensile force, but one has twice the cross-sectional area. Which statement is correct?
- Both wires have identical tensile stress because the force is equal
- The thinner wire has half the tensile stress
- The wire with twice the area has half the tensile stress
- The wire with twice the area has double the tensile stress
-
A spring with k = 250 N/m is stretched by 0.20 m and then releases stored energy into a 0.10 kg mass that rises vertically (g = 9.8 m/s^2). What is the maximum height gained, assuming all energy becomes gravitational potential energy?
- 2.5 m
- 5.1 m
- 50 m
- 10.2 m
-
A student says a material is ductile because its force-extension graph curves before fracture. Which evaluation is best?
- Valid: a straight line before the elastic limit proves that the material is ductile.
- Invalid: ductile materials never show a curved force-extension graph.
- Valid: large plastic deformation before fracture is characteristic of ductile behaviour, whereas brittle materials fracture with little deformation.
- Invalid: curvature always indicates elastic behaviour, so the material cannot be ductile.
-
Two rods have the same breaking force. Rod X has an area of 6.0 J under its force-extension graph before fracture and rod Y has 2.0 J. Which statement is best supported?
- Both rods absorb equal energy because their breaking forces are equal
- Rod X absorbs more energy, but Rod Y must have a greater density
- Rod Y absorbs three times as much energy, so it is tougher
- Rod X absorbs more energy before breaking, so it is tougher in this respect
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