Physics important short questions, Schemes and Mind Maps of Physics

Physics important short questions

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Physics
1st Year Important Questions
Short Questions
1.
What is difference between precision and accuracy?
2.
What is the dimension? Write the uses of dimension.
3.
What is the principle of homogeneity?
4.
Does a dimensional analysis give any information on constant of proportionality that may appear in an algebraic
expression? Explain?
5.
Write the dimensions of (i) Pressure (ii) Density?
6.
Three students measured the length of a needle with a scale on which minimum division is 1mm and recorded as (i)
0.2145m (ii) 0.21m (iii) 0.214m which record is correct and why?
7.
Add the following masses given in kg upto appropriate precision.2.189, 0.089, 11.8 and 5.32?
8.
What are the dimensions and units of gravitational constant G in the formula
F
G m1 m2 𝑟2
9.
Show that the famous “Einstein equation” E = mc
2
is dimensionally consistent.
10.
Show that the expression
V
f
Vi
at
is dimensionally correct, where
V
i
is the velocity at t =0, a is
acceleration and
V
f
is the velocity at time t.
F l
11.
Check the correctness of the relation
v
where v is the speed of transverse wave on a stretched
m
string of tension F, length l and mass m.
12.
Find the dimensions and hence, the SI units of coefficient of viscosity
in the relation of Stokes’ law for the
drag force F for a spherical object of radius r moving with velocity v given as F 6 r v ?
13.
Prove that vector addition is commutative.
14.
Prove that scalar product is commutative.
15.
Write four steps for vector addition of rectangular components.
16.
How vector addition by rectangular components is reverse process of vector addition.
17.
Define the terms (i) unit vector (ii) Position vector and (iii) Components of a vector?
18.
The vector sum of three vectors gives a zero resultant. What can be the orientation of the vectors?
19.
Is it possible to add a vector quantity to a scalar quantity? Explain.
20.
Can you add zero to a null vector?
21.
Show that the sum and difference of two perpendicular vectors of equal lengths are also perpendicular and of the same
length?
22.
How the two vectors of the same magnitude would have to be oriented, were to be combined to give a resultant equal to
a vector of the same magnitude?
23.
If
all
the
components
of
the
vectors
A
1
and
A
2
were reversed, how would this alter A1 A2 ?
24.
What is the unit vector in the direction of the vector A 4iˆ 3 ˆj .
25.
Can moving objects have impulse? Explain.
26.
What is elastic collision and inelastic collision?
27.
Calculate the formula for force due to water flow.
28.
What is fuel in jet engine?
29.
What is ballistic missile and ballistic trajectory of projectile?
30.
Define impulse and show that how it is related to linear momentum.
31.
At what point or points in its path does a projectile have its minimum speed, itsmaximum speed?
Find the angle of projection of a projectile for which its maximum height and horizontal range are equal.
32.
What is work? Define one joule work?
33.
What is variable force? Give one example.
34.
What is power, instantaneous power? Also define one watt.
35.
Prove
that
P=
F
.
v
pf3
pf4
pf5
pf8
pf9

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1st Year Important Questions

Short Questions

  1. What is difference between precision and accuracy?
  2. What is the dimension? Write the uses of dimension.
  3. What is the principle of homogeneity?
  4. Does a dimensional analysis give any information on constant of proportionality that may appear in analgebraic expression? Explain?
  5. Write the dimensions of (i) Pressure (ii) Density?
  6. Three students measured the length of a needle with a scale on which minimum division is 1mm and recorded as (i) 0.2145m (ii) 0.21m (iii) 0.214m which record is correct and why?
  7. Add the following masses given in kg upto appropriate precision.2.189, 0.089, 11.8 and 5.32?

8. What are the dimensions and units of gravitational constant G in the formula F   G m^1 m 2 𝑟^2

  1. Show that the famous “Einstein equation” E = mc^2 is dimensionally consistent.

10. Show that the expression Vf  Vi  at is dimensionally correct, where Vi is the velocity at t =0, a is

acceleration and Vf is the velocity at time t.

F  l

11. Check the correctness of the relation v  where v is the speed of transverse wave on a stretched

m string of tension F, length l and mass m.

12. Find the dimensions and hence, the SI units of coefficient of viscosity  in the relation of Stokes’ law for the

drag force F for a spherical object of radius r moving with velocity v given as F  6   r v?

  1. Prove that vector addition is commutative.
  2. Prove that scalar product is commutative.
  3. Write four steps for vector addition of rectangular components.
  4. How vector addition by rectangular components is reverse process of vector addition.
  5. Define the terms (i) unit vector (ii) Position vector and (iii) Components of a vector?
  6. The vector sum of three vectors gives a zero resultant. What can be the orientation of the vectors?
  7. Is it possible to add a vector quantity to a scalar quantity? Explain.
  8. Can you add zero to a null vector?
  9. Show that the sum and difference of two perpendicular vectors of equal lengths are also perpendicular and ofthe same length?
  10. How the two vectors of the same magnitude would have to be oriented, were to be combined to give a resultant equal to a vector of the same magnitude?

23. If all the components of the vectors A 1 and A 2 were reversed, how would this alter A 1  A 2?

24. What is the unit vector in the direction of the vector A  4 i ˆ^  3 ˆ j.

  1. Can moving objects have impulse? Explain.
  2. What is elastic collision and inelastic collision?
  3. Calculate the formula for force due to water flow.
  4. What is fuel in jet engine?
  5. What is ballistic missile and ballistic trajectory of projectile?
  6. Define impulse and show that how it is related to linear momentum.
  7. At what point or points in its path does a projectile have its minimum speed, itsmaximum speed? Find the angle of projection of a projectile for which its maximum height and horizontal range are equal.
  8. What is work? Define one joule work?
  9. What is variable force? Give one example.
  10. What is power, instantaneous power? Also define one watt.
  11. Prove that P=̅ F.v̅
  1. Prove that 1 KWh=3.6MJ
  2. What is kinetic energy and potential energy?
  3. State and prove work energy principle.
  4. State law of conservation of energy.
  5. Calculate the work done in kilo joules in lifting a mass of 10 kg (at a steady velocity)through a vertical height of 10 m.
  6. In which case is more work done? When a 50 kg bag of books is lifted through50 cm, or when a 50 kg crate is pushed through 2 m across the floor with a force of 50 N?
  7. An object has 1 J of potential energy. Explain what it means?
  8. When a rocket re-enters the atmosphere, its nose cone becomes very hot. Where does this heat energy comefrom?
  9. A girl drops a cup from a certain height, which breaks into pieces. What energy changes are involved?
  10. A 70 kg man runs up a long flight of stairs in 4.0s. The vertical height of the stairs is 4.5 m. calculate hispower output in watts.
  11. Prove that S=rƟ.
  12. Prove that 1 radian=57.3°
  13. What is Angular velocity? What is average and instantaneous angular velocity?
  14. Define Angular acceleration? What is average and instantaneous angular acceleration?

50. prove that v  r 

51. prove that a  r 

  1. What is Angular momentum? Prove that L=Iω.
  2. What is meant by angular momentum? Explain the law of conservation of angular momentum.
  3. What is weightlessness and gravity free system?
  4. What is artificial satellite? Give its formula for speed and time period.
  5. What is orbital velocity? Write its formula.
  6. Explain the difference between tangential velocity and the angular velocity.
  7. Explain what is meant by centripetal force and why it must be furnished to an objectif the object is to follow a circular path.
  8. What is meant by moment of inertia? Explain the significance.
  9. Show that orbital angular momentum Lo = mvr.
  10. State the direction of the following vectors in simple situations; angular momentum and angular velocity.
  11. When mud flies off the tyre of a moving bicycle, in what direction does it fly? Explain.
  12. A disc and a hoop start moving down from the top of an inclined plane at the sametime. Which one will be moving faster on reaching the bottom?
  13. Why does a diver change his body positions before diving in the pool?
  14. What is stokes law?
  15. What is difference between laminar and turbulent flow?
  16. What is the condition for an ideal fluid?
  17. What is Torricelli theorem?
  18. What is the lift of an aero plane?
  19. What is venture relation and venture meter?
  20. Explain what do you understand by the term viscosity?
  21. What is meant by drag force? What are the factors upon which drag force actingupon a small sphere of radiusr, moving down through liquid, depend?
  22. Why fog droplets appear to be suspended in air?
  23. Two row boats moving parallel in the same direction are pulled towards each other. Explain.
  24. Explain how the swing is produced in a fast moving cricket ball.
  25. Explain the working of a carburetor of a motor car using Bernoulli’s principle.
  26. Why chimneys work best when it is tall?
  27. What are free and forced oscillations?
  28. What is resonance? Give its two applications?
  29. Why microwaves used 2450MHz?
  30. What is damped harmonic oscillator?
  1. What is internal energy? From which factor it depends?
  2. What is isothermal and adiabatic process?
  3. State First law of thermodynamics? Give its examples
  4. What is specific heat at contstant pressure and constant volume?
  5. What is heat engine?
  6. State second law of thermodynamics? Why we need it.
  7. What is triple point cell and thermodynamic scale of temperature?
  8. State Carnot theorem.
  9. Write the names of four strokes of petrol engine.
  10. What is reversible and irreversible process?
  11. Why is the average velocity of the molecules in a gas zero but the average of thesquare of velocities isnot zero?
  12. Why does the pressure of a gas in a car tyre increase when it is driven through somedistance?
  13. Specific heat of a gas at constant pressure is greater than specific heat at constantvolume. Why?
  14. Give an example of a process in which no heat is transferred to or from the systembut the temperature of the system changes.
  15. Is it possible to convert internal energy into mechanical energy? Explain with example.
  16. Is it possible to construct a heat engine that will not expel heat into the atmosphere?
  17. Can the mechanical energy be converted completely into heat energy? If so give anexample.

140. What is the average translational Kinetic energy of molecules in a gas at temperature 27 C ∘^?

  1. Find the average speed of oxygen molecule in the air at S.T.P.
  2. Estimate the average speed of nitrogen molecules in air under standard conditions of pressure andtemperature.

IMPORTANT LONG QUESTIONS

  1. Write a note on vector addition by rectangular components
  2. Scalar product and its characteristics
  3. Vector product and its characteristics
  4. Isolated system and law of conservation of linear momentum
  5. What is elastic collision in one dimension? Derivation of final velocities.
  6. What is projectile motion? Explain the relation for height, time and range of projectile (Any two may beasked).
  7. What is gravitational field? Prove that work done by gravitational field is independent of path.
  8. What is absolute potential energy? Derive its relation.
  9. Explain the interconversion of kinetic and potential energy.
  10. What is centripetal force and centripetal acceleration? Derive its relations.
  11. What is rotational kinetic energy? Explain the relation for rotational kinetic energy and velocity for discand hoop.
  12. What is real and apparent weight? Discuss with different cases.
  13. What is terminal velocity? Derive the relation. Or prove that terminal velocity is directly proportional tosquare of radius of droplet.
  14. State and explain equation of continuity.
  15. State and explain Bernoulli equation.
  16. What is SHM? Explain SHM and uniform circular motion and derive the relation for instantaneous displacement and velocity.
  17. Write a note on the characteristics of horizontal mass spring system.
  18. What is simple pendulum? Explain its motion and derive the relation for its time period.
  19. Explain energy conservation in SHM.
  20. Derive Newton formula for speed of sound in air. Also describe how Laplace corrected it.
  21. What is the effect pressure, density and temperature on speed of sound in air?
  22. What are stationary waves? Explain stationary waves in stretched string?
  23. What are stationary waves? Explain stationary waves in air column??
  24. What is Young Double slit experiment? Explain path difference and position for bright and dark fringes.
  25. What is Michelson interferometer? Describe its construction and working
  1. What is diffraction of X-rays? Explain diffraction of X-rays through crystals.
  2. Simple microscope, compound microscope, astronomical telescope (Any one may be asked).
  3. Calculate the Michelson formula for speed of light.
  4. What is pressure of gas? Prove that pressure of gas is directly proportional to average kinetic energy ofgas molecules.
  5. State First law of thermodynamics. Explain its two applications.
  6. Define Cp and Cv. Prove that Cp-Cv=R
  7. Explain carnot cycle with efficiency.
  8. Write a note on petrol engine.

IMPORTANT PROBLEMS

  1. Two forces of magnitude 10N and 20N act on a body in directions making angles 30 o^ and 60 o^ respectively with x-axis. Find the resultant force.
  2. Find the angle between two forces of equal magnitude when the magnitude of their resultant is also equal tothe magnitude of either of these forces.

3. Find the projection of vector A  2 i ˆ 8 ˆ j  kˆ^ in the direction of the vector B  3 i ˆ^  4 ˆ j  12kˆ^.

4. If a vector ‘B’ is added to vector A, the result is 6 i ˆ^  ˆ j .If ‘B’ is subtracted from A, the result is  4 i ˆ^  7 ˆ j

. What is the magnitude of vector ‘A’.

5. Given that2B A  2 i ˆ^  3 ˆ j and B  3 i ˆ^  4 ˆ j , find the magnitude and angle of (a) C=A+B, and (b) D=3A-2B.

6. Give that A  i ˆ^  2 ˆ j  3 k ˆ^ and B  3 i ˆ^  4 k ˆ^ , find the projection of A on B.

Prepared by: Prof Zeeshan Dept of Physics

Superior College Piplan

In case of any confusion

or guideline’s about

preparation

  1. Calculate the angular momentum of a star of mass 2.0  10 30 kg and radius 7.0  10 5 km. If it makes on e complete rotation about its axis once in 20 days, what is its kinetic energy?
  2. A 1000 kg car travelling with a speed of 144km h-1^ round a curve of radius 100m. Find the necessary centripetal force.
  3. What is the least speed at which an aeroplane can execute a vertical loop of 1.0km radius so that there will be no tendency for the pilot to fall down at the highest point?
  4. A water hose with an internal diameter of 20mm at eh outlet discharges 30kg of water in 60 s .Calculate the water speed at the outlet. Assume the density of water is 1000kg m-3^ and its flow is steady.
  5. Water flows through a house, whose internal diameter is 1cm at a speed of 1ms-1.^ What should be the diameter of the nozzle if the water is to emerge at 21ms-1.
  6. How large must a heating duct be if air moving 3.0ms-1^ along it can replenish the air in a room of 300 m^3 volume every 15min? Assume the air’s density remains constant.
  7. What gauge pressure is required in the city mains for a stream from a fire hose connected to the mains to reacha vertical height of 15.0m?
  8. An airplane wing is designed so that when the speed of the air across the top of the wing is 450 ms-1, the speedof air below the wing is 410ms-1. What is the pressure difference between the top and bottom of the wings? (Density of air = 1.29kgm-3)
  9. What should be the length of a simple pendulum whose period is 1.0 second at a place where g  9.8 ms ^2? What is the frequency of such a pendulum?
  10. A 100.0 g body hung on a spring elongates the spring by 4.0cm. When a certain object is hung on the springand set vibrating, its period is 0.568s. What is the mass of the object pulling the spring?
  11. A block of mass 4.0 kg is dropped from a height of 0.80 m on to a spring of spring constant k = 1960 Nm-1,Find the maximum distance through which the spring will be compressed.
  12. A simple pendulum is 50.0 cm long. What will be its frequency of vibration at a place where g = 9.8 ms-2?
  13. Find the temperature at which velocity of sound in air is two times its velocity at 10 ∘ C.
  14. A pipe has a length of 1m. Determine the frequencies of the fundamental and the first two harmonics (a) if the pipe is open at both ends and (b) if the pipe is closed at one end.
  15. The wavelength of the signals from a radio transmitter is 1500 m and frequency is 200 kHz. What is the wavelength for a transmitter operating at 1000 kHz and with what speed the radio waves travel?
  16. A stationary wave is established in a string which is 120 cm long and fixed at both ends. The string vibrates infour segments, at a frequency of 120 Hz. Determine its wavelength and the fundamental frequency?
  17. The frequency of the note emitted by a stretched string is 300 Hz. What will be the frequency of this note when; (a) the length of the wave is reduced by one-third without changing the tension. (b) the tension is increased by one-third without changing the length of the wire.
  18. An organ pipe has a length of 50 cm. Find the frequency of its fundamental note and the next harmonic when

it is (a) Open at both ends. (b) closed at one end. ( Speed of (^) sound  340 ms ^1 )

  1. A church organ consists of pipes, each open at one end, of different lengths. The minimum length is 30 mmand the longest is 4 m. Calculate the frequency range of the fundamental notes.

( Speed of sound ^340 ms

  1. Yellow sodium light of wavelength 589nm, emitted by a single source passes through two narrow slits 1.00mm apart. The interference pattern is observed on a screen 225 cm away. How far apart are two adjacent bright fringes?
  2. In a double slit experiment the second order maximum occurs at  0. ∘ . The wavelength is 650 nm. Determine the slit separation.
  3. A monochromatic light   588 nm of is allowed to fall on the half silvered glass plate G 1 , in the Michelson

Interferometer. If mirror M 1 is moved through 0.233 mm, how many fringes will be observed toshift?

  1. A second order spectrum is formed at an angle of 38 when light falls normally on a diffraction grating having5400 lines per centimeter. Determine wavelength of the light used.
  1. A light is incident normally on a grating which has 2500 lines per centimeter. Compute the wavelength of a

spectral line for which the deviation in second order is15.0∘^.

  1. Sodium light   589 nm  is incident normally on a grating having 3000 lines per centimeter. What is the

highest order of the spectrum obtained with this grating?

  1. Calculate the critical angle and angle of entry for an optical fibre having core of refractive index 1.50 andcladding of refractive index 1.48.
  2. A telescope is made of an objective of focal length 20 cm and an eye piece of 5.0cm, both convex lenses. Findthe angular magnification.
  3. An astronomical telescope having magnifying power of 5 consist of two thin lenses 24 cm apart. Find thefocal lengths of the lenses.
  4. What is the average translational Kinetic energy of molecules in a gas at temperature 27 C ∘^?
  5. Find the average speed of oxygen molecule in the air at S.T.P.
  6. Estimate the average speed of nitrogen molecules in air under standard conditions of pressure and temperature.
  7. Show that ratio of the root mean square speeds of molecules of two different gases at a certain temperature isequal to the square root of the inverse ratio of their masses. 61. A mechanical engineer develops an engine, working between 327 ∘ C efficiency of 52%. Does he claim correctly? Explain.

and 27 ∘^ C and claims to have an

  1. A heat engine performs 100J of work and at the same time rejects 400 J of heat energy to the cold reservoirs. What is the efficiency of the engine?

IMPORTANT SHORT QUESTIONS

  1. Name several repetitive phenomenon’s occurring in nature which could serve reasonable time standards?
  2. Give the drawbacks to use the period of a pendulum as a time standard?
  3. Why SI need supplementary units? Also define Radian and steradian?
  4. What is meant by the term “Light year” Calculate the value of one light year
  5. Can a vector have a component greater than the vector’s magnitude?
  6. If one of the components of a vector is not zero, can its magnitude be zero? Explain
  7. If A + B = 0, what can you say about the components of the two vectors?
  8. Under what circumstances would a vector have components that are equal in magnitude?
  9. Two vectors have unequal magnitudes. Can their sum be zero? Explain.
  10. Can a body rotate about its center of gravity under the action of its weight?
  11. A force of 10 N is acting on y axis. Find its X and Y components?
  12. An object is thrown vertically upward. Discuss the sign of acceleration due to gravity, relative to velocity, while the object is in air?
  13. Can the velocity of an object reverse direction when acceleration is constant? If so, give an example.
  14. Motion with constant velocity is a special case of motion with constant acceleration. Is this statement true? Discuss
  15. Give the significance of velocity time graph.
  16. What is difference b/w uniform and variable velocity?
  17. What sort of energy is in the following:
  18. A body uses a catapult to throw a stone, which accidentally smashes a greenhouse window. List the possible energy changes
  19. What is escape velocity? Write its value for Earth.
  20. How can we save energy? Write any two methods.
  21. What does negative sign shows in equation U= -GMm/R.
  22. What is solar cell? Write two uses of solar cell?
  23. How energy is obtained from tides?
  24. Explain how much minimum number of geo-stationary satellites are required for global coverage of T.V. transmission.