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Total questions: 18

Worksheet time: 22mins

Name
Class
Date
1.

Write equation of continuity

a)

A1V1 = A2V2

b)

A1V1 = A2V2 = Constant

c)

AV

d)

ρAV

2.

State one assumption made in deriving equation of continuity

a)

no friction between layers of the liquid

b)

The flow is calm

c)

The fluid is compressible

d)

The flow is steady

3.

Find flow rate of a pipe whose cross-section area is 0.5m2 and flowing at a velocity of 20m/s.

a)

10

b)

40m3/s

c)

10m2/s

d)

10m3/s

4.

How do we find mass flux

a)

ρv

b)

ρVA

c)

ρA

d)

VA

5.

Water flows steadily along a horizontal pipe at a volume rate of 8x10-3m3s-1. If the area of cross-section of the pipe is 20cm2, calculate the velocity of the fluid.

a)

4.0x10-8 m/s

b)

4.0x10-4 m/s

c)

40 m/s

d)

4 m/s

6.

Water flows steadily along a horizontal pipe at a volume rate of 8x10-3m3s-1. If the area of cross-section of the pipe is 20cm2, calculate the velocity of the fluid.

a)

4.0x10-8 m/s

b)

4.0x10-4 m/s

c)

40 m/s

d)

4 m/s

7.

The window and door of a house are both left open during a windy day. The door which opens inwards, tends to slum shut when it is slightly ajar. Explain.

a)

Wind blew at a low velocity from inside hence increasing pressure inside pushing the door to shut

b)

Wind blew at a high velocity from outside hence decreasing pressure outside causing door to shut

c)

Wind blew at a low velocity from outside hence increasing pressure inside pushing the door to shut

d)

All the above

8.

It is dangerous to stand close to a railway line on which a fast moving train is passing. Explain.

a)

Train has magnets which can pull one into rails

b)

A strong wind blows once a train passes hence pushing one backwards which may result to injury

c)

As train passes at high speed, pressure around it reduces hence one can be sucked into the rails

d)

One can cause accident

9.

State Bernoulli's principle as an equation

a)

The pressure, the kinetic energy per unit volume and the potential energy per unit volume of the fluid is a constant

b)

The pressure, the kinetic energy and the potential energy per unit volume of the fluid is a constant

c)

sum of the pressure, the kinetic energy per unit volume and the potential energy per unit volume of the fluid is a constant


d)

sum of the pressure, the kinetic energy per unit volume and the potential energy per unit volume of the fluid are equal

10.

State Bernoulli's principle as an effect

a)

increase in speed produces a corresponding decrease in pressure

b)

increase in velocity produces a corresponding decrease in pressure

c)

increase velocity produces a corresponding increase in pressure


d)

Decrease in velocity produces a corresponding decrease in pressure it exerts

11.

Another name for laminar flow

a)

Eddie flow

b)

Zig Zag flow

c)

Streamline flow

d)

None of the above

12.

Some liquid flows inside a pipe with a cross-sectional area of 0.02 m2. The liquid flows at 13 kg/s and has a density of 1‎ ‎200 kg/m3.Calculate the flow speed through the pipe in meters per second.

a)

0.54 m/s

b)

0.26 m/s

c)

3.85 m/s

d)

1.85 m/s

13.

State two types of fluid flow

a)

turbulent and laminar

b)

turbulent and steamline

c)

whirls and eddies

d)

streamline and laminar

14.

Define the term fluid

a)

Liquid and magma

b)

Liquid and powder

c)

Liquid and gases

d)

Gases

15.

Write the formula used to calculate flow rate

a)

F=AV

b)

F=AV2

c)

F=PA

d)

F=Mg

16.

Which of these statements is correct

a)

Trees and grass growing along the road always grow bending towards the road.

b)

Ships have to pass a distance away from each other to avoid collision.

c)

If two pieces pf paper are placed close to each other and air blown between them the two papers close in towards each other.

d)

All of the above

17.

the quantity of liquid flowing through a certain cross-sectional area of a tube in 1second is

a)

steady flow

b)

streamline

c)

flow rate

d)

turbulent flow

18.

A liquid flow through a system of two connected tubes at a rate of 4 liters per minute. It gets out from the end of the second tube at a speed of 7 meters per second. Find the cross-sectional area of the second tube.

a)

9.52×106 m29.52×10^{-6}\ m^2

b)

9.52×103 m29.52×10^{-3}\ m^2

c)

5.71×104 m25.71×10^{-4}\ m^2

d)

5.71×105 m25.71×10^{-5}\ m^2