InterviewSolution
This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.
| 1001. |
The Refractive index of diamond with respect to glass is 1.6 and an absolute refractive index of glass is 1.5. Find out the absolute refractive index of a diamond. |
|
Answer» Absolute RI of diamond= 1.6 Absolute RI of glass= 1.5 Multiplying them we get = 1.5 x 1.6 = 2.4 |
|
| 1002. |
The refractive index of glass with respect to air is \(\frac32\) and refractive index of water with respect to air is \(\frac43\). What will be the refractive index of water with respect to glass? |
|
Answer» Refractive index of air, μair = 1; Given; Refractive index of water w.r.t air, aμw = \(\frac43\) Refractive index of glass w.r.t air, aμg = \(\frac32\) Refractive index of water w.r.t glass = gμw = \(\frac{^aμ_w}{^aμ_g}\,=\,\frac{\frac43}{\frac32}\) ⇒ gμw = \(\frac{4\times2}{3\times3}\,=\,\frac89\) ∴ Refractive index of water w.r.t glass is = \(\frac89\) |
|
| 1003. |
If a ray of light enters from alcohol to air. The refractive index of alcohol is 1.36. Calculate the speed of light in alcohol with respect to air. |
|
Answer» Given; Refractive index of alcohol (μ) = 1.36. Speed of light in vacuum = 3×108m/s. Refractive index (μ) = \(\frac{c\,(speed\,of\,light\,in\,vaccum)}{v\,(speed\,of\,light\,in\,alcohol)}\) ⇒ 1.36 = \(\frac{3\,\times\,10^8}{speed\,of\,light\,in\,alcohol}\) ⇒ speed of light in alcohol = \(\frac{3\,\times\,10^8}{1.36}\) ∴ Speed of light in alcohol = 2.21 × 108m/s Speed of light in alcohol with respect to air is 2.21 x 108ms-1 |
|
| 1004. |
The refractive index of a medium x with respect to y is 2/3 and the refractive index of medium y with respect to z is 4/3 Calculate the refractive index of medium z with respect to medium x |
|
Answer» Refractive index of air, μair = 1; Given; Refractive index of medium x w.r.t medium y, μxy = \(\frac23\) Refractive index of medium y w.r.t medium z, μyz = \(\frac43\) Refractive index of medium z w.r.t medium x = μzx = \(\frac{μ_z}{μ_x} = \frac{μ_z}{μ_y}\times\frac{μ_y}{μ_x}\) ⇒ μzx = \(\frac{1}{\frac{μ_y}{μ_z}}\times\frac{1}{\frac{μ_x}{μ_y}}\) ⇒ μzx = \(\frac{1}{μ_{yz}}\times\frac{1}{μ_{xy}}\) ⇒ μzx = \(\frac{1}{\frac{4}{3}}\times\frac{1}{\frac{2}{3}}\) ⇒ μzx = \(\frac{3}{4}\times\frac32\) ⇒ μzx = \(\frac98\) ∴ Refractive index of medium z w.r.t medium x is .\(\frac98\) |
|
| 1005. |
Varun’s mom is finding it difficult to cook in the kitchen as there was power cut and she was complaining about it to Varun. He immediately took a plane mirror from his shelf made it stand against a wall such that sun’s rays were focused into the kitchen directly on the cook top, due to the reflection of the mirror. There was some light now and his mother was able to finish her work. (i) What are the characteristic of the image formed by a plane mirror? (ii) What values did Varun display? |
|
Answer» (i) Image formed by plane mirror is of the same size as of the object. Positive value of magnification indicates that image formed by plane mirror is erect. Image formed by plane mirror is at same distance as the object but behind the mirror. Magnification of image is +1. The image is virtual. (ii) Varun made an arrangement for the light so that his mother could finish the work easily this shows that Varun is caring and responsible towards his mother. Also, he has used his knowledge of plane mirrors to get the light this shows that he is also quite clever and intelligent also he is the serious student who focuses on the practical aspect of things taught in class and applies them in a day to day use. In other words, Varun had put the science to the real use. |
|
| 1006. |
What is optically rare medium? |
|
Answer» When the speed of light is more as compared to other medium. |
|
| 1007. |
What is power? |
|
Answer» The degree of convergence or divergence of light rays achieved by a lens is expressed in terms of its power. |
|
| 1008. |
What is optically denser medium? |
|
Answer» When the speed of light is less as compared to another medium. |
|
| 1009. |
What is an optically denser medium? |
|
Answer» A medium in which light travels comparatively slower than the other medium is called an optically denser medium. |
|
| 1010. |
According to Huygens’ wave theory, every point on the wavefront behaves as a source of(A) secondary waves(B) stationary waves(C) surface waves(D) beats |
|
Answer» Correct option is (B) speed of light remains constant. |
|
| 1011. |
Refractive index of kerosene oil is 1.44 and that of water is 1.33. A ray of light enters from kerosene oil to water. Where would light ray bend and why? |
|
Answer» A ray of light enters from kerosene oil to water i.e., refractive index 1.44 to 1.33 i.e., from denser to rarer medium. Hence the ray of light bends away from the normal. |
|
| 1012. |
Define1) Snell’s law of refraction of light. 2) Pole of a concave mirror. |
|
Answer» 1. Snell’s law is defined as “The ratio of the sine of the angle of incidence to the sine of the angle of refraction is a constant, for the light of a given colour and for the given pair of media”. Snell’s law formula is expressed as: sin i / sin r = constant = μ Where i is the angle of incidence and r is the angle of refraction. This constant value is called the refractive index of the second medium with respect to the first. 2. The point on the spherical surface of mirror through which principal axis passes is called as pole of the concave mirror. |
|
| 1013. |
What is the value of 1n2 × 2n1? |
|
Answer» 1n2 = \(\frac{n_2}{n_1}\) and 2n1 = \(\frac{n_1}{n_2}\) ⇒ 1n2 x 2n1 = \(\frac{n_2}{n_1}\) x \(\frac{n_1}{n_2}\) = 1. Hence the answer is 1. |
|
| 1014. |
What is meant by refractive index? If the speed of light in a medium is 2/3rd of the speed of light in vacuum, find the refractive index of that medium. |
|
Answer» Refractive index is the measure of bending of ray of light as it passes from one medium to another. It is also defined as the ratio of the speed of light in vacuum to the speed of light in any medium. Refractive index (μ) = \(\frac{c\,(spedd\,of\,light\,in\,vaccum)}{v\,(speed\,of\,light\,in\,any\,medium)}\) Given Speed of light in a medium (v) =\(\frac{2c}{3}\) ⇒ µ = \(\frac{c}{\frac{2c}{2}}\) ⇒ μ =\(\frac{3c}{2c}\) ⇒ μ = \(\frac32\)= 1.5 Hence Refractive index of medium is 1.5. |
|
| 1015. |
The refractive index of water with respect to vacuum is \(\frac43\)and refractive index of vacuum with respect to glass is \(\frac23\). If the speed the speed of light in glass is 2 × 108 ms-1 , find the speed of light in (i) vacuum, (ii) water. |
|
Answer» Given; Refractive index of (R.I) water w.r.t vacuum = \(\frac43\) Refractive index (R.I) of vacuum w.r.t glass = \(\frac23\) Refractive index (R.I) of glass to vacuum will be = \(\frac32\) Refractive index of glass to water = \(\frac{R.I\,of\,glass}{R.I\,of\,water}= \frac{\frac32}{\frac43}\) ⇒ Refractive index of glass w.r.t water = \(\frac{3\times3}{4\times2}= \frac98\) ⇒ \(\frac{speed\,of\,light\,in\,water}{speed\,of\,light\,in\,glass}= \frac98\) ⇒ \(\frac{speed\,of\,light\,in\,water}{2\times10^8}= \frac98\) ⇒ Speed of light in water = \(\frac{9\times2\times10^8}{8}\) ⇒ Speed of light in water = \(\frac{9\times10^8}{4}\) = 2.25 x 108 Thus, speed of light in water = 2.25 × 108 Refractive index of water w.r.t vacuum = vμw = \(\frac43\) ⇒ \(\frac{speed\,of\,light\,in\,vacuum}{speed\,of\,light\,in\,water}= \frac43\) ⇒ \(\frac{speed\,of\,light\,in\,vacuum}{2.25\times10^8}= \frac43\) ⇒ Speed of light in water = \(\frac{4\times2.25\times10^8}{3}\) ⇒ Speed of light in water = \(\frac{9\times10^8}{3}\) Thus, speed of light in vacuum is 3 × 108 m/s. |
|
| 1016. |
The velocity of light in water is \(\frac34\)times the velocity of light in vacuum. Find the refractive index of water. |
|
Answer» Let velocity of light in vacuum = v ⇒ Velocity of light in water = \(\frac34\) v Now, Refractive index of a medium (water) = \(\frac{Speed\,of\,light\,in\,vacuum}{Speed\,of\,light\,in\,meium\,(water)}\) ⇒ Refractive index = \(\frac34\) = 1.33 ... Hence Refractive index of water = 1.33. |
|
| 1017. |
Ravi goes to visit a museum. A special mirror is lying there. When he stands in front of the mirror he finds his image having a very small head, a fat body and legs of normal size. He becomes frightened and comes to his friend Shiva to know the facts. Being a science student Shiva explains the reason behind it. (a) What values are shown by Shiva ? (b) Name the kinds of mirror. (c) How do you explain such a thing properly ? |
|
Answer» (a) The values shown by Shiva are : (i) presence of mind, (ii) high degree of general awareness, and (iii) social responsibility. (b) Plane, concave and convex mirrors. (c) The special mirror is the combination of three mirrors which show their characteristics property. (i) Convex mirror is the upper portion of the mirror. (ii) Concave mirror is the middle portion of the mirror. (iii) Plane mirror is the lower portion of the mirror. |
|
| 1018. |
Why is the refractive index of atmosphere different at different altitudes? |
|
Answer» As we move above the earth surface the density of air goes on decreasing because the amount of air present at high altitudes is less. Thus due to the decrease in the density of the air, the refractive index gradually increases from the atmosphere to the earth’s surface. Therefore the refractive index of the atmosphere is different at different altitudes. |
|
| 1019. |
(a) Write the necessary conditions for the phenomenon of total internal reflection to occur.(b) Write the relation between the refractive index and critical angle for a given pair of optical media. |
|
Answer» (a) (i) The ray of light should travel from denser to rarer medium. (ii) The angle of incidence should be more than the critical angle. (b) μ = 1/sin iC Where iC is the critical angle. |
|
| 1020. |
In which direction a ray of light bends when it goes from water to glass? |
|
Answer» we know that glass is denser medium than water. Therefore, a ray of light will bend towards the normal when it goes from water to glass. |
|
| 1021. |
Statement X : Any ray passing along the principal axis is undeviated. Statement Y; Any ray passing through the optic centre is undeviated. A) X and Y are true B) X and Y ape falseC) X is true, Y is false D) X is false, Y is true |
|
Answer» A) X and Y are true |
|
| 1022. |
Name a point inside a lens such that a ray of light passing through it goes undeviated. |
|
Answer» Optical centre. |
|
| 1023. |
Statement X : The refractive index of medium depends on wavelength of light. Statement Y : The refractive index decreases with an increase in wavelength. A) Both statements are true B) Both statements are false C) X is true, Y is falseD) X is false, Y is true |
|
Answer» A) Both statements are true |
|
| 1024. |
How did Fyokla feel when she heard the thunder? |
|
Answer» Fyokla felt that something big, heavy and round was rolling over the sky, and tearing it’ open exactly over her head. |
|
| 1025. |
Why couldn’t Danilka pull his hand out of the hole? |
|
Answer» The wood had broken at the edge of the hole and jammed Danilka’s hand. |
|
| 1026. |
Why does Trinity think that the thunder will not hurt the girl? |
|
Answer» Trinity said that it was not from spite that it thundered and it would not kill a little thing like Fyokla |
|
| 1027. |
Why does the boy not think of his trouble while looking at the stormy sky? |
|
Answer» The boy was gazing at the story sky and apparently he forgot to think of his trouble. |
|
| 1028. |
How does the author describe Trinity? |
|
Answer» Trinity was a tall old man with a thin, pockmarked face, very long leg, and bare feet, dressed in a woman’s tattered jacket. On his long crane-like legs, he swayed in the wind. |
|
| 1029. |
‘The boy does not sleep. Why ? |
|
Answer» The boy does not sleep. He gazes into the darkness and it seems to him that he can see everything that he has seen during the day. |
|
| 1030. |
‘He knows everything. ‘Why does the author say so? |
|
Answer» He knows the names of all the wildflowers, animals and stones. He knows the herbs that cure diseases, he has no difficulty in telling the age of a horse or a cow. Looking at the sunset, the moon, or the birds, he could tell what sort of weather it would be the next day. |
|
| 1031. |
Prepare a short profile on Anton Chekhov using the hints given below. Born: January 29, 1860, Russia Famous as: Physician and writer Notable awards: Pushkin Prize Notable works: The Steppe, The Lady With the Dog, A Day in the Country Died: July 15, 1904, Germany (Tuberculosis) |
|
Answer» Anton Chekhov: Anton Chekov was born on January 29, 1860, in Russia. He was famous as a physician and writer. He was awarded the Pushkin Prize. The Steppe, The Lady with the dog, A Day in the Country, etc are his notable works. Chekov died of tuberculosis on July 15, 1904, in Germany. |
|
| 1032. |
What/who has inspired you in your life? |
|
Answer» My father/mother/teacher/friend/M.T Vasudevan Nair/Sachin Tendulkar/Gandhiji/etc. You can also get inspiration from a desire to be the best you can be. |
|
| 1033. |
Identify the expression that suggests the narrator had a disturbed sleep at night |
|
Answer» The expression, “I slept fitfully”. |
|
| 1034. |
Comment on the attitude of the narrator when she says, “But I didn’t want to take the boat which belonged to someone else.” |
|
Answer» She was quite honest. |
|
| 1035. |
‘The screaming of monkeys and the screeching of parakeets’ disappointed her. Why? |
|
Answer» She was listening for human voices. But what she could hear was the screaming of monkeys and the screeching of parakeets. So she was disappointed. |
|
| 1036. |
What might happen to her if the attack of maggots continues? |
|
Answer» The attack might lead to the amputation of her limbs. |
|
| 1037. |
If you are in challenging situations, what would you do? |
Answer»
Success is no accident. It is hard work, perseverance, learning, studying, sacrifice and most of all, love of what you are doing – Pele. |
|
| 1038. |
Distinguish between streamlined flow and turbulent flow. |
||||
Answer»
|
|||||
| 1039. |
Difference between Streamline, Laminar and Turbulent Flow. |
|
Answer» (1) Stream line flow : Stream line flow of a liquid is that flow in which each element of the liquid passing through a point travels along the same path and with the same velocity as the preceding element passes through that point. The two streamlines cannot cross each other and the greater is the crowding of streamlines at a place, the greater is the velocity of liquid particles at that place. (2) Laminar flow : If a liquid is flowing a horizontal surface with a steady flow and moves in the form of layers of different velocities which do not mix with each other, then the flow of liquid is called laminar flow. In this flow the velocity of liquid flow is always less than the critical velocity of the liquid. (3) Turbulent flow : When a liquid moves with a velocity greater than its critical velocity, the motion of the particles of liquid becomes disordered or irregular. Such a flow is called a turbulent flow. |
|
| 1040. |
Define Critical Velocity. |
|
Answer» The critical velocity is that velocity of liquid flow upto which its flow is streamlined and above which its flow becomes turbulent. |
|
| 1041. |
Calculate the mass of the photon with wavelength of 5pm. |
|
Answer» Given \(\lambda\) = 5pm = 5 x 10-12 m Velocity of photon = Velocity of light= 3.0 × 108m/sec. \(\therefore\) \(\lambda\) = \(\frac{h}{mv}\) or m = \(\frac{h}{\lambda v}\) = \(\frac{6.626\times10^{-34}Js}{5\times10^{-12}m\times3.0\times10^8m/sec}\) = 4.417 × 10−27Kg |
|
| 1042. |
Give the value of Cp for a diatomic gas. |
|
Answer» For a diatomic gas, |
|
| 1043. |
What is the degree of freedom for an airplane flying in the sky? |
|
Answer» An airplane can have independent velocities in three directions (X,Y,Z). Hence, the degree of freedom is 3. |
|
| 1044. |
What is meant by Law of Equipartition of Energy ? |
|
Answer» For any system in thermal equilibrium, the total energy is equally distributed among its various degree of freedom. And the energy associated with each molecule of the system per degree of freedom of the system is 1/2 kT. |
|
| 1045. |
1 Watt = ……………….. A) 1 erg/s B) 1 J/s C) 1 Newton/ sec D) 1 Newton . sec |
|
Answer» Correct option is B) 1 J/s |
|
| 1046. |
Well, lots of people had seen kettles ……. and apples fall down before Watt and Newton, yet they did not invent anything. (a) burst (b) boil (c) twinkle (d) break |
|
Answer» Correct option: (b) boil |
|
| 1047. |
Give the magnitude and direction of the net force acting on a stone of mass 0.1 kg lying on the floor of a train which is accelerating with 1 ms-2, the stone being at rest relative to the train. (Neglect the air resistance throughout). |
|
Answer» In this case, weight of the stone is balanced by the normal reaction. The net force on the stone is given by: F = Ma = 0.1 x 1 = 0.1 N (along horizontal) |
|
| 1048. |
Give the magnitude and direction of the net force acting on a stone of mass 0.1 kg just after it is dropped from the window of a train accelerating with 1 ms-2. |
|
Answer» In the train, accelerating with 1 ms-2, the stone experiences on additional force F (also horizontal) given by: F' = Ma = 0.1 x 1 = 0.1 N As the stone is dropped, the force F' no longer acts and the net force acting on the stone is, F' = Mg = 0.98 N (vertically downwards) |
|
| 1049. |
Give the magnitude and direction of the net force acting on a stone of mass 0.1 kg just after it is dropped from the window of a train running at a constant velocity of 36 kmh-1. |
|
Answer» When the stone is dropped from the window of a train running at a constant velocity. no force acts on the stone due to motion of the train. Thus, Force on stone = Mg - 0.98 N (vertically downward) |
|
| 1050. |
Give the magnitude and direction of the net force acting on a stone of mass 0.1 kg just after it is dropped from the window of a stationary train. |
|
Answer» Here, g = 9.8 ms-2. When stone of mass 0.1 kg is dropped from the window of a stationary train, the net force acting on it just after it is dropped, will be F = weight of stone = Mg = 0.1 x 9.8 N = 0.98 N (vertically downward) |
|