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Физика @#₽&

Total questions: 57

Worksheet time: 29mins

Name
Class
Date
1.

Oxygen weighing 0.1 kg occupies a volume of 200 liters at a temperature of 200 K. What pressure does this state of gas correspond to?

a)

Р=0,26 mPa

b)

P=0 Pa

c)

P=2,66 kPa

d)

P=26 kPa

e)

P=390 kPa

2.

What happens to the pressure of a gas when the root mean square speed of its molecules decreases?

a)

pressure increases

b)

pressure decreases

c)

pressure does not change

d)

pressure does not depend on speed

e)

will increase threefold

3.

How will the energy of gas molecules change if the temperature doubles:

a)

will not change

b)

will increase 2 times

c)

will decrease by 2 times

d)

will increase 4 times

e)

will decrease by 4 times

4.

How will the density of an ideal gas change when it is cooled isobarically?

a)

decrease

b)

won't change

c)

there is not enough data to answer the question

d)

can change in any way

e)

will increase

5.

The mass of hydrogen gas in the vessel is 4 g. Approximately how many hydrogen molecules are in the vessel?

a)

10^ 23

b)

4*10^23

c)

2*10^-23

d)

12*10^23

e)

10^-23

6.

How will the root mean square speed of nitrogen molecules change if the temperature of the gas increases 4 times?

a)

will increase 2 times

b)

will decrease by 4 times

c)

will increase 4 times

d)

will decrease by 2 times

e)

will not change

7.

What causes Brownian motion?

a)

collision of particles suspended in a liquid (or gas)

b)

collision of liquid (or gas) molecules with each other

c)

collision of molecules of a liquid (or gas) with particles suspended in it

d)

thermal movement of liquid particles

e)

none of the above reasons

8.

A vessel with a capacity of 0.83 m 3 contains helium. Gas mass 0.16 kg. At what temperature does helium exert a pressure of 60 kPa on the walls of the vessel?

a)

T=300°C

b)

T= 300K

c)

T=150°C

d)

150K

e)

T= 2,4•10~3K

9.

Estimate approximately the mass of 1 m*3 of air at normal atmospheric pressure and temperature 300 K. Select from the values below the closest to the result you obtained.

a)

10 g

b)

100g

c)

1g

d)

1kg

e)

10kg

10.

If a gas is under normal conditions, then its pressure and temperature are equal:

a)

P= 0, T= 273 K

b)

P= 0 Pa, t=0° C

c)

P=10~5 Pa, T= 0 K

d)

P= 100 kPa, T= 273 K

e)

P= 1 atm, temperature could be any

11.

The mean square speed of molecules of a certain gas in the first vessel is 3 times greater than the mean square speed of molecules of the same gas in the second vessel. What is the ratio of gas densities in the first and second vessels if the gas pressure is the same?

a)

3

b)

1

c)

1/3

d)

1/9

e)

9

12.

How many degrees of freedom does a diatomic gas molecule have?

a)

i = 5;

b)

i=3

c)

i=6

d)

i=7

e)

could be any;

13.

When an ideal gas was heated, the mean square speed of thermal motion of molecules increased 4 times. How did the absolute temperature of the gas change?

a)

increased 4 times

b)

increased 8 times

c)

increased 2 times

d)

increased 12 times

e)

increased 16 times

14.

Which of the following formulas is the basic equation of the molecular kinetic theory of an ideal gas?

a)

V=Vn^2+Vy^2

b)

V=N/Na

c)

P=1/3m0n(v)^2кв

d)

pV/N=kT

e)

pv=m/M*RT

15.

During isobaric heating, an ideal gas is transferred from state 1 to state 2. How did the gas pressure change? The mass of the gas is constant.

a)

decreased.

b)

increased.

c)

has not changed.

d)

you need to know the mass of the gas.

e)

there may be different answers for different gases.

16.

The internal energy of a gas consists of Ek - the total kinetic energy of the molecules and Ep - the potential energy of their interaction. At what ratio between Ek and Ep can the state of a gas be described by the Mendeleev-Claiperon equation?

a)

Ek =0, Ep#0

b)

Ек#0, Ep =0

c)

Еk = Ep

d)

Ek> 0 and Ep >0

e)

Ek=0 and EpП<0

17.

<question>Determine the number of degrees of freedom of oxygen molecules (O2).

a)

3

b)

6

c)

5

d)

9

e)

1

18.

What formula is used to determine the average number of collisions of a molecule in 1 s?

a)

N/Na

b)

3/2kT

c)

Z=√2πd^2un

d)

m/m0

e)

m/M

19.

Give the adiabatic equation.

a)

pV =RT

b)

pV=const

c)

pV^y =const

d)

p/V=const

e)

V/T=const

20.

The graph shows the process of cooling a given mass of gas from T1 to T2. How did the gas density change in this process?

a)

halved

b)

decreased

c)

increased

d)

increased twice

e)

has not changed

21.

Indicate the formula for an isochoric process.

a)

P/T=const

b)

PVconst

c)

PV=const

d)

V/T=const

e)

PV/T=const

22.

At a temperature of 27°C, the gas pressure in a closed vessel was 75 kPa. What will its pressure be at temperature t=-13°C2

a)

5 kPa

b)

15 kPa

c)

20 kPa

d)

35 kPa

e)

65 kPa

23.

One mole is the SI unit of measurement…

a)

mass of matter

b)

molar mass of a substance

c)

amount of substance

d)

relative molecular weight

e)

molecule mass

24.

What is the ratio of the root mean square velocities of hydrogen and oxygen molecules at the same temperature? The molar mass of hydrogen is 2x10^-3 kg/mol, oxygen 32x10^-3 kg/mol.

a)

2

b)

4

c)

1

d)

16

e)

32

25.

<question3>What is the average kinetic energy of one water molecule?

a)

1kT

b)

2kT

c)

3kT

d)

6kT

e)

1/2kT

26.

Which formula determines the value of the root-mean- square velocity of translational motion of particles of a monatomic gas?

a)

√2kT/m

b)

√3kT/nm

c)

√3kT

d)

√3kT/m

e)

√2kT/nm

27.

An ideal gas at temperature To had a pressure Po. With a constant mass, the temperature of the gas at a constant volume was increased by 1.5 times. How did the gas pressure change?

a)

P=4/9P0

b)

P=2/3P0

c)

P=P0

d)

P=9/4P0

e)

P=3/2P0

28.

The internal energy of an ideal gas is:

a)

kinetic energy of gas movement together with the vessel

b)

potential energy of interaction of molecules

c)

internal energy

d)

work in a loop

e)

kinetic energy of chaotic movement of gas molecules

29.

Entropy of a closed system performing a reversible Carnot cycle:

a)

decreases

b)

increases

c)

the change can be anything

d)

decreases and increases

e)

does not change

30.

YoThe working fluid of an ideal heat engine received 50 kJ energy from the heater at a temperature of 527°C. Determine the efficiency of the engine and the amount heat transferred to the refrigerator if its temperature is 0°C.

a)

66%, 17 kj

b)

62,5%, 18,75 kj

c)

56%, 22 kj

d)

62,5%, 31,25 kj

e)

61%, 17 kj

31.

A heat engine receives 100 J of heat from the heater per cycle and transfers 60 J to the refrigerator. What is the efficiency of the

machine?

a)

60%

b)

~67%

c)

25%

d)

16%

e)

40%

32.

In which process there is no work done by the gas?

a)

isochoric

b)

isobaric

c)

polytropic

d)

adiabatic

e)

isothermal

33.

Entropy and thermodynamic probability are related by the formula:

a)

∆S=k*In W

b)

S=R*InW

c)

∆S=R*InW

d)

S=k*InW

e)

S=k*ln(∆W)

34.

During what process is the work done by the gas equal to the loss of its internal energy?

a)

isochoric

b)

isobaric

c)

isothermal

d)

adiabatic

e)

such a process is not possible

35.

Is heat transfer from a cold body to a hot body possible?

a)

possible due to further cooling of the cold body

b)

impossible under any circumstances

c)

possible by doing work

d)

it depends on the process

e)

possible only in a heat engine

36.

Diffusion coefficient D of hydrogen under normal conditions, if the mean free path is i=0.16^-6 m equal to:

a)

9.7*10^-4 m^2/s

b)

9.1*10^-5 m^2/s

c)

8*10^-3 m^2/s

d)

9.8*10^-4 m^2/s

e)

300m^2/s

37.

When isobarically heating a certain mass of oxygen O2 on 200K, 25 kJ work is done to increase its volume. The molar mass of

oxygen and the universal gas constant are equal, respectively:

=32*10^-3 кг/ моль, R =8,31Дж/мольК The mass of oxygen is equal to:

a)

0,520 kg

b)

0.491 kg

c)

0.90 kg

d)

8.1 kg

e)

0.481 kg

38.

The gas increased isobarically to three times its volume at pressure 3-10^5 kPa . To increase its volume it was necessary to do work of 12.9 kJ. The initial volume of gas is:

a)

3,14 *10^2 m^3

b)

400м

c)

2,15*10^-2 m^3

d)

2,56*10^2 м^3

e)

0,85м^3

39.

The resistance force F acting from the fluid flow on a ball slowly moving in it is equal to:

a)

F=6πnru

b)

F=ma

c)

F=3πnru

d)

F=m* du/dt

e)

F=-kx

40.

Coefficient of thermal conductivity is numerically equal to…

a)

the amount of heat transferred through a unit area

b)

the amount of heat transferred per unit time

c)

the amount of heat transferred per unit time at a unit value of the temperature gradient

d)

the amount of heat transferred per unit time through a unit area at a unit value of the temperature gradient

e)

unit

41.

The diffusion equation is: (S - arbitrary area)

a)

M=-D*dp/dr*St

b)

M=-D*dp*St

c)

M=p*V

d)

M=-grad*p

42.

The force of internal friction is:

a)

F=-n*dV/dr*S*t

b)

F=n*dV/dr*t

c)

>F=n*dV/dr

d)

F=-n* dV/dr*S

e)

F=n*dV/dr*S

43.

Refrigerator:

a)

produces cold

b)

turns heat into cold

c)

dissipates heat

d)

A refrigeration machine is a type of heat engine

e)

takes heat from the working volume and dissipates it in the surrounding space

44.

The change in internal energy…

a)

does not depend in any way on the type of process and is determined by the initial and final states of the gas

b)

depending on the type of process performed by the gas

c)

depends on changes in the volume occupied by gas

d)

depends on the type of function P= f(V)

e)

depending on the type of heat exchange

45.

An ideal heat engine transfers 30% of the heat received from the heater to the refrigerator. Find the temperature of the refrigerator if the heater temperature is 27°C.

a)

-183K

b)

292K

c)

210K

d)

483K

e)

281K

46.

Indicate a method for determining the ratio of heat capacities at constant pressure to heat capacity at constant volume.

a)

Stokes method.

b)

In Perrin's experiments

c)

In Newton's experiments.

d)

Clément-Desormes method

e)

Fourier method

47.

Indicate the method for determining the viscosity

a)

Clément-Desormes method.

b)

In Perrin's experiments.

c)

In Newton's experiments.

d)

Fourier method

e)

Stokes method.

48.

What processes are used in the Clément-Desormes to determine the ratio of the heat capacities of gases?

a)

Isochoric and isobaric.

b)

Isochoric and isothermal.

c)

Isobaric and adiabatic

d)

Isobaric and isothermal

e)

Isochoric and adiabatic.

49.

Indicate the formulation of the first law of thermodynamics.

a)

The amount of heat transferred to the system is used to perform work against external forces and change the internal energy of the system.

b)

A perpetual motion machine of the second kind is impossible.

c)

Irreversible processes in closed systems occur with increasing entropy.

d)

In a closed Carnot cycle, processes occur at constant entropy.

e)

The process of spontaneous transfer of heat from a cold body to a hot one is impossible.

50.

Indicate the statement of the second law of

thermodynamics.

a)

A perpetual motion machine of the second kind is impossible

b)

In a closed Carnot cycle, processes occur at constant entropy.

c)

When work is done on the system, heat transfer from a cold body to a hot one is possible.

d)

In open systems, entropy can either increase or decrease

e)

A perpetual motion machine of the second kind is impossible.In open systems, entropy can either increase or decrease

51.

Which of the following answers determines the frequency of oscillation of a mathematical pendulum?

a)

2π√l/g

b)

2π√g/l

c)

√l/g

d)

l/2π√l/g

e)

l/√l/g

52.

How much will the phase change during one complete oscillation?

a)

π/2

b)

c)

π

d)

0

e)

4π/3

53.

The equation of harmonic oscillations in differential form has the form:

a)

b)

c)

d)

d^2x/dt^2-w^2*x=0

54.

Find the period of oscillation of a mathematical pendulum, length l= 4.9 m and mass m = 13 kg (g = 9.8

m/s^2).

a)

T=3,2 s

b)

T=7,2 s

c)

T=52,4 s

d)

T=4,4 s

e)

T=13,2 s

55.

<question2>Oscillation frequency of the wave source v =0.2 s^-1, wave propagation speed 10 m/s. What is the wavelength?

a)

2 m

b)

0,02 m

c)

50m

d)

30m

e)

It is impossible to determine the wavelength based on the conditions of the problem

56.

In the plane wave equation: Z=Z cos(wt - kx) indicate the wave number.

a)

w

b)

Zo

c)

k

d)

x

e)

t

57.

The energy of an ideal gas molecule is:

a)

potential

b)

kinetic

c)

sum of kinetic and potential

d)

mechanical

e)

internal