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CE 373: Common Fluid Properties (Part 2)

Total questions: 15

Worksheet time: 8mins

Name
Class
Date
1.

Which property is defined as the mass of a fluid per unit volume?

a)

Specific weight

b)

Density

c)

Specific gravity

d)

Specific volume

2.

The SI unit of density is:

a)

kg/L

b)

g/cm³

c)

kg/m³

d)

N/m³

3.

The density of air can be determined using the ideal gas law as:

a)

ρ = p/RT

b)

ρ = RT/p

c)

ρ = V/m

d)

ρ = γ/g

4.

Specific weight (γ) of a fluid is given by:

a)

γ = ρ × g

b)

γ = V/m

c)

γ = p/RT

d)

γ = 1/ρ

5.

The reciprocal of density is called:

a)

Specific weight

b)

Specific volume

c)

Specific gravity

d)

Compressibility

6.

The specific gravity of a liquid is the ratio of its density to:

a)

Density of gas

b)

Density of mercury

c)

Density of air

d)

Density of water

7.

If the specific gravity of mercury is 13.6, then its density is:

a)

1000 kg/m³

b)

13,600 kg/m³

c)

136 kg/m³

d)

1.36 × 10³ kg/m³

8.

Absolute viscosity (μ) relates shear stress and velocity gradient as:

a)

μ = τ / (dV/dy)

b)

μ = τ × (dV/dy)

c)

μ = ρ × g

d)

μ = γ × V

9.

Kinematic viscosity (ν) is expressed as:

a)

ν = μ × ρ

b)

ν = μ / ρ

c)

ν = τ / ρ

d)

ν = 1 / μ

10.

The spherical shape of droplets is due to:

a)

Viscosity

b)

Surface tension

c)

Capillarity

d)

Compressibility

11.

Capillarity is caused by:

a)

Density variations

b)

Gravitational effects

c)

Balance between adhesion and cohesion

d)

Elastic modulus of the fluid

12.

Bulk modulus of elasticity (EB) is defined as:

a)

EB = ΔV / VΔp

b)

EB = Δp / (ΔV/V)

c)

EB = τ / γ

d)

EB = ρRT

13.

Compressibility (β) of a fluid is given as:

a)

β = - (ΔV/V) / Δp

b)

β = Δp / ΔV

c)

β = γ / ρ

d)

β = VΔp / ΔV

14.

In isothermal process of an ideal gas, which law applies?

a)

Boyle's Law (pV = constant)

b)

Charles's Law (V/T = constant)

c)

Gay-Lussac's Law (p/T = constant)

d)

Avogadro's Law

15.

The velocity of pressure (sound) waves in a fluid is given by:

a)

c = μ/ρ

b)

c = EB × ρ

c)

c = √(EB/ρ)

d)

c = RT/p