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.
| 9151. |
Point out difference between a convex lens and a concave lens. |
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| 9152. |
The temperature of water at the surface of a deep lake is 2°C. The temperature expected at the bottom is(a) 0°C (b) 2°C (c) 4°C (d) G°C. |
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Answer» The correct answer is (c) 4°C |
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| 9153. |
A spinning wheel is brought in contact with an identical wheel spinning at identical speed. The wheels slow down under the action of friction. Which of the following energies of the first wheel decrease ? (a), kinetic (b) total (c) mechanical (d) internal. |
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Answer» The correct answer is: (a), (c) (a), kinetic (c) mechanical |
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| 9154. |
An aluminium sphere is dipped into water at 10°C. If the temperature is increased, the force of buoyancy (a) will increase (b) will decrease (c) will remain constant (d) may increase or decrease depending on the radius of the sphere. |
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Answer» The correct answer is (b) will decrease |
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| 9155. |
How will you decide whether a given piece of glass is a concave lens, convex lens or a plane glass plate? |
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Answer» Hold the given piece of glass over some printed number: (i) If the letter appear magnified, the given piece is a convex lens. (ii) If the letters appear diminished, the given piece is a concave lens. (iii) If the letters appear to be of the same size, then it is a plane glass mirror. |
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| 9156. |
Why is the focal length of the lens, used as magnifying glass, kept short? |
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Answer» The focal length of the lens used as magnifying glass is kept small to increase its magnifying power. |
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| 9157. |
What will be the behaviour of a lens, if it is placed in water instead of air? |
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Answer» Focal length depends upon the refractive index of the material of the lens with respect to the medium surrounding it. Since the surrounding medium changes from air to water, the refractive index decreases and so the focal length of the lens increases. |
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| 9158. |
Define the term magnifying power of a simple microscope. How does it depend on the focal length of the lens used? |
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Answer» The magnifying power of a simple microscope is defined as the ratio of the angle subtended by the image at the eye to the angle subtended by the object at the eye if it is assumed to be placed at the least distance of distinct vision. Shorter the focal length of the lens used, larger is its magnifying power. |
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| 9159. |
How are the distance of object (u), distance of image (v) and focal length (f) of a lens related? |
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Answer» The distance of object (u), the distance of image (u) and focal length if of a lens are related as 1/v - 1/u = 1/f |
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| 9160. |
If lens is of focal length 25cm. Calculate the power of the lens. |
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Answer» fl = 25cm = 0.25m P = 1/0.25 = 4D |
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| 9161. |
Name the subjective property of light related to its wavelength. |
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Answer» The subjective property of light related to its wavelength is colour. |
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| 9162. |
Which organism yields LSD? |
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Answer» Ergot fungus, Claviceps purpurea yield LSD. |
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| 9163. |
What is the source of LSD ? (a) Poppy seeds (b) Datura plant (c) Sugar (d) Claviceps purpurea |
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Answer» Correct answer is (d) Claviceps purpurea |
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| 9164. |
Marijuana, ganja and LSD are ………………… (a) narcotics (b) stimulants (c) hallucinogens (d) all of these |
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Answer» Correct answer is (c) hallucinogens |
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| 9165. |
State the position of object, position of image, nature of image when: Convex lens is used as objective lens of astronomical telescope. |
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Answer» Object is at infinity Image is formed at F2 on the other side of lens. Image is real; inverted and almost diminished to a point. |
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| 9166. |
Which is an incorrectly matched pair ? (a) LSD – Ergot fungus (b) Heroin – Opium (c) Amphetamines – Depressant (d) Benzodiazepine – Calmpose tablets |
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Answer» Correct answer is (c) Amphetamines – Depressant |
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| 9167. |
How pepsin is differing from trypsin?(a) It digests protein in acidic medium (b) It digests protein in alkaline medium (c) It digests carbohydrate in acidic medium (d) It digests carbohydrate in alkaline medium |
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Answer» (a) It digests protein in acidic medium |
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| 9168. |
State the position of object, position of image, nature of image when: Convex lens is used in observing biological specimens. |
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Answer» Object is between F1 and O. Image is formed on the same side of lefts. Image is virtual; erect and magnified. |
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| 9169. |
Arrange the following temperatures from the highest to the lowest: 12°C, -16°C, 29°C, 0°C, – 4°C. |
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Answer» 29°C, 12°C, 0°C, -4°C, – 16°C. |
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| 9170. |
Which lens can produce a real and inverted image of an object? |
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Answer» Convex lens. |
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| 9171. |
Where should an object be placed infront of a convex lens so as to form an inverted and enlarged image? Will the image be real or virtual? Draw a ray diagram to illustrate your answer. |
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Answer» To form an inverted and enlarged image by a convex lens, the object should be placed between F and 2F infront of the lens. The image will be real. The ray diagram is shown in figure. For the object AB, the images is A’B’. |
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| 9172. |
What is meant by Threshold Frequency ? |
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Answer» In a photoelectric experiment, it is observed that when ultraviolet light fell on the emitter metal plate, no electrons were emitted at all when the frequency of the incident light was smaller than a certain minimum value, called the threshold frequency. This minimum frequency depends on the nature of the material of the emitter plate. |
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| 9173. |
Calculate the average atomic mass of neon using the following data :IsotopeAtomic massNatural Abundance20Ne19.9924 u90.92%21Ne20.9940 u0.26 %22Ne21.9914 u8.82 % |
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Answer» Average atomic mass of Neon (Ne) = \(\frac{(At.\,mass\,of\,^{20}Ne \times \%Abundance)+(At.\,mass\,of\,^{21}Ne \times \%Abundance)+(At.\,mass\,of\,^{22}Ne \times \%Abundance)}{100}\) \(=\frac{(19.99924u \times 90.92)+(20.9940u\times 0.26)+(21.99414u \times 8.82)}{100}\) = 20.1707 u. ∴ Average atomic mass of neon = 20.1707 u |
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| 9174. |
The magnetic moment of a current (l) carrying circular coil of radius (r) and number of turns (n) varies as(a) 1/r2(b) 1/r(c) r(d) r2 |
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Answer» Correct option (d) r2 Explanation: The magnetic moment of a current carrying conductor = i.n πr2 = niA. i.e. Magnetic moment ∝ r2 |
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| 9175. |
The motion of a particle is given by x = A.sin⍵t+B.cos⍵t. The motion of the particle is (a) not simple harmonic (b) simple harmonic with amplitude A+B (c) simple harmonic with amplitude (A+B)/2 (d) simple harmonic with amplitude √(A²+B²). |
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Answer» (d) simple harmonic with amplitude √(A²+B²). Explanation: The given equation can be written as, x = √(A²+B²){(A/√(A²+B²))sin⍵t+(B/√(A²+B²))cos⍵t} Since the magnitudes of A/√(A²+B²) and B/√(A²+B²) are less than 1 and the sum of their square is also 1 we can find an angle α between 0 and 2π such that sinα=B/√(A²+B²) and cosα=A/√(A²+B²) So, x = √(A²+B²){sin⍵t.cosα+cos⍵t.sinα} →x = √(A²+B²).sin(⍵t+α) This is an equation of simple harmonic motion with amplitude √(A²+B²). Hence option (d). |
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| 9176. |
A family uses 8 kW of power. (a) Direct solar energy is incident on the horizontal surface at an average rate of 200 W per square meter. If 20% of this energy can be converted to useful electrical energy how large an area is needed to supply 8 kW? (b) Compare this area to that of the roof of a typical house. |
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Answer» (a) Let the area be A m2 Average power per square meter = 200 W Useful electrical energy produced per square meter, = 20/100 x 200 = 40 Watt Energy required by the family = 8 kW = 8000 watt Hence, A = 8000/40 = 200 m2 (b) This area is comparable to that of a roof of a house of 14 m x 14 m. |
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| 9177. |
A porter is moving vertically up the stairs with a suitcase on his head. Does he do work? Explain. |
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Answer» The suitcase is lifted vertically up to the stairs. The porter has a vertical displacement against weight. Hence, he does work. |
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| 9178. |
If the power of a motor is 40 kw, at what speed can it raise a load of 20,000 N? |
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Answer» Power = 40kW Force = 20,000N Power = force × velocity Velocity = Power/Force = 40 KW/20000 = 2 m/s |
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| 9179. |
Two infinitely long straight parallel wires carry currents I each as shown in fig.1. Which law helps to find direction of magnetic field around a current carrying conductor?2. What is the magnitude, direction of the magnetic fields at A, and C? |
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Answer» 1. Right hand grip rule. 2. The magnitude, direction of the magnetic fields at A, and C:
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| 9180. |
Give scientific reasons:A dentist uses a concave mirror while examining teeth. |
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| 9181. |
A steel ring of radius r and cross-sectional area A is fitted into a wooden disc of radius R (R > r). If Young's modulus be Y, find the force with which the steel ring is expanded. |
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Answer» Original length, L = 2πr Extension, ΔL = 2πR - 2πr = 2π(R - r) Strain, ΔL/L = 2π(R - r)/2πr = (R - r)/r Young's modulus, Y = {(F/A)}/{(R - r)/r} or, F = YA(R - r/r) |
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| 9182. |
Two rods of different materials, having coefficients of linear expansions α1 and α2 and Young's modulli Y1 and Y2 are fixed between two rigid walls. The rods are heated to the same temperature. There is no bending of rods. If A1 : A2 = 2 : 3, find Y1 : Y2 when equal thermal stress is developed in the two rods. |
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Answer» Increase in length due to thermal expansion, when temperature of the rod of length L increase by θ, is ΔL = α L θ; Strain = ΔL/L = α θ As Y = Stress/Strain = S/α θ or Y ∞ 1/α because S and θ are constants for the two rods in this question. Hence, Y1/Y2 = α2/α1 = 3/2 |
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| 9183. |
Why are the rivers that meet Arctic Ocean not useful as waterways ? |
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Answer» The rivers like Ob, Yenisey and Lena which meet the Arctic Ocean remain frozen for most part of the year. So, they are not useful as waterways. |
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| 9184. |
In which year did Vasco-da-Gama discover the sea route to India from Europe ?A. In 1502B. In 1493C. In 1498D. In 1490 |
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Answer» Answer is C. In 1498 |
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| 9185. |
Through which countries does the river Nile flow and which sea does it meet? |
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Answer» The River Nile flows through Uganda, Sudan and Egypt countries. Blue Nile, which is its main tributary flows from Ethiopia and meets it near Khartoum in Sudan. The joint flow of both the rivers flows through Sudan and Egypt to meet the Mediterranean Sea. |
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| 9186. |
A solenoid of length π m and 5 cm in diameter has winding of 1000 turns and carries a current of 5 A. Calculate the magnetic field at its centre along the axis. |
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Answer» Data: L = 3.142 m, N = 1000, I = 5A, μ0 = 4π × 10-7 T∙m/A The magnetic induction, B = μ0 n| = μ0 \(\left(\cfrac{N}{L}\right)\)| = (4π × 10-7) \((\cfrac{1000}{3.142})(5)=\cfrac{20 \times 3.142 \times 10^{-4}}{3.142}\) = 2 × 10-3 T |
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| 9187. |
Define “Glass Slab”. |
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Answer» A thin glass slab is formed when a medium is isolated from its surroundings by two plane surfaces parallel to each other. |
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| 9188. |
A toroid with a circular cross section has a current I in its windings. The total number of windings is N. The total current through an Amperian loop of radius r equal to the mean radius of the toroid is (A) zero(B) I (C) NI (D) \(\cfrac{NI}{2\pi r}\) |
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Answer» Correct option is (C) NI |
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| 9189. |
Which does not conduct electricity?(a) Lemon juice(b) Distilled water(c) Copper sulphate solution(d) Sodium chloride ‘ |
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Answer» (b) Distilled water |
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| 9190. |
What is Ocean Thermal Energy? |
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Answer» 1. Heat from the sun is absorbed by the water on the surface of ocean, but at deeper levels of ocean, the temperature is very less. 2. So, there is temperature difference between the water “at the surface of ocean” and at “deep levels”. 3. This difference in temperature is called Ocean Thermal Energy. |
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| 9191. |
When electricity is passed through water-(a) hydrogen is evolved at anode(b) oxygen gas is evolved at cathode(c) hydrogen is evolved at cathode(d) no change occurs |
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Answer» (c) hydrogen is evolved at cathode |
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| 9192. |
What is the effect on the magnetic needle in Oersted’s experiment, when (1) a current is passed through the wire (2) the current through the wire is increased (3) the current through the wire is stopped (4) the current through the wire is reversed (5) the distance between the magnetic needle and the wire is increased, keeping the current through the wire constant? |
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Answer» In Oersted’s experiment, when there is no current in the wire, the magnetic needle is at rest along the north-south direction. (1) When a current is passed through the wire, the needle is deflected. (2) When the current through the wire is increased, the deflection of the needle increases. (3) When the current through the wire is stopped, the needle comes to rest in its original position along the north-south direction. (4) When the current through the wire is reversed, the needle is deflected in the direction opposite to that in the first case. (5) When the distance between the magnetic needle and the wire is increased, keeping the current through the wire constant, the deflection of the needle becomes less. |
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| 9193. |
Two cones have their heights in the ratio 1 : 3 and the radii of their bases in the ratio 3 : 1. Find the ratio of their volumes. |
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Answer» Let the heights of the cones be h and 3h units and the radii of their bases be 3r and r respectively. Then, their volumes are V1 = \(\frac{1}{3}\)π(3r)2×h and V2 = π×r2×3h = \(\frac{V_1}{V_2}\) = \(\frac{3\pi r^2h}{\pi r^2 h}\) = \(\frac{3}{1}\) |
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| 9194. |
Two cones have their heights in the ratio 1:3 and the radii of their bases in the ratio 3:1. Find the ratio of their volumes. |
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Answer» Let the heights of the cones be h and 3h and radii of their bases be 3r and r respectively. Then, their volumes are Volume of first cone (V1) = \(\frac{1}{3}\)π(3r)2h Volume of second cone (V2) = \(\frac{1}{3}\)πr2(3h) Now, V1/V2 = \(\frac{3}{1}\) Ratio of two volumes is 3:1. |
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| 9195. |
A five digit number divisible by 3 is to be formed using the numbers 0, 1, 2, 3, 4 and 5 without repetitions. The total number of ways this can be done is(A) 216 (B) 600 (C) 240 (D) 3125 |
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Answer» Answer is (A) We know that a number is divisible by 3 if the sum of its digits is divisible by 3. Now sum of the given six digits is 15 which is divisible by 3. So to form a number of five-digit which is divisible by 3 we can remove either ‘O’ or ‘3’. If digits 1, 2, 3,4, 5 are used then number of required numbers = 5! If digits 0, 1,2,4, 5 are used then first place from left can be filled in 4 ways and remaining 4 places can be filled in 4! ways. So in this case required numbers are 4 x 4! ways. So, total number of numbers = 120 + 96 = 216 |
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| 9196. |
How many 3-digit numbers can be formed from the digits 1, 2, 3, 4 and 5 assuming that(i) repetition of the digits is allowed?(ii) repetition of the digits is not allowed? |
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Answer» (i) There will be as many ways as there are ways of filling 3 vacant places in succession by the given five digits. In this case, repetition of digits is allowed. Therefore, the units place can be filled in by any of the given five digits. Similarly, tens and hundreds digits can be filled in by any of the given five digits. Thus, by the multiplication principle, the number of ways in which three-digit numbers can be formed from the given digits is 5 × 5 × 5 = 125 (ii) In this case, repetition of digits is not allowed. Here, if units place is filled in first, then it can be filled by any of the given five digits. Therefore, the number of ways of filling the units place of the three-digit number is 5. Then, the tens place can be filled with any of the remaining four digits and the hundreds place can be filled with any of the remaining three digits. Thus, by the multiplication principle, the number of ways in which three-digit numbers can be formed without repeating the given digits is 5 × 4 × 3 = 60 |
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| 9197. |
How many 3-digit numbers can be formed from the digits 1, 2, 3, 4 and 5 assuming that(i) repetition of the digits is allowed?(ii) repetition of the digits is not allowed? |
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Answer» (i) There will be as many ways as there are ways of filling 3 vacant places in succession by the given five digits. In this case, repetition of digits is allowed. Therefore, the units place can be filled in by any of the given five digits. Similarly, tens and hundreds digits can be filled in by any of the given five digits. Thus, by the multiplication principle, the number of ways in which three-digit numbers can be formed from the given digits is 5 × 5 × 5 = 125 (ii) In this case, repetition of digits is not allowed. Here, if units place is filled in first, then it can be filled by any of the given five digits. Therefore, the number of ways of filling the units place of the three-digit number is 5. Then, the tens place can be filled with any of the remaining four digits and the hundreds place can be filled with any of the remaining three digits. Thus, by the multiplication principle, the number of ways in which three-digit numbers can be formed without repeating the given digits is 5 × 4 × 3 = 60 |
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| 9198. |
Polyesters are preferred for making dress materials. Why? |
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Answer» Polyesters are preferred for making dress materials. The main reasons include:
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| 9199. |
How is the composition of urine regulated? |
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Answer» The composition of urine depends upon food and fluid consumed by an individual. There are two ways in which it the composition is regulated. They are as follows: 1. Regulating water reabsorption through ADH 2. Electrolyte reabsorption though RAAS 3. Atrial Natriuretic Peptide i) Regulating water reabsorption through ADH: Hypothalamus in the midbrain has special receptors called osmoreceptors which can detect change in osmolarity (measure of total number of dissolved particles per liter of solution) of blood. If osmolarity of blood increases due to water loss from the body (after eating namkeen or due to sweating), osmoreceptors trigger release of Antidiuretic hormone (ADH) from neurohypophysis (posterior pituitary). ADH stimulates reabsorption of water from last part of DCT and entire collecting duct by increasing the permeability of cells. This leads to reduction in urine volume and decrease in osmolarity of blood. Once the osmolarity of blood comes to normal, activity of osmoreceptor cells decreases leading to decrease in ADH secretion. This is called negative feedback. In case of hemorrhage or severe dehydration too, osmoreceptors stimulate ADH secretion. ADH is important in regulating water balance through kidneys. In absence of ADH, diuresis (dilution of urine) takes place and person tends to excrete large amount of dilute urine. This condition called as diabetes insipidus. [Note: Hypothalamus is a part of forebrain] ii) Electrolyte reabsorption through RAAS: Another regulatory mechanism is RAAS (Renin Angiotensin Aldosterone System) by Juxta Glomerular Apparatus (JGA). Whenever blood supply (due to change in blood pressure or blood volume) to afferent arteriole decreases (e.g. low BP/dehydration), JGA cells release Renin. Renin converts angiotensinogen secreted by hepatocytes in liver to Angiotensin I. ‘Angiotensin converting enzyme’ further modifies Angiotensin I to Angiotensin II, the active form of hormone. It stimulates adrenal cortex to release another hormone called aldosterone that stimulates DCT and collecting ducts to reabsorb more Na and water, thereby increasing blood volume and pressure. iii) Atrial natriuretic peptide (ANP): A large increase in blood volume and pressure stimulates atrial wall to produce atrial natriuretic peptide (ANP). ANP inhibits Na+ and Cl reabsorption from collecting ducts inhibits release of renin, reduces aldosterone and ADH release too. This leads to a condition called Natriuresis (increased excretion of Na+ in urine) and diuresis. |
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| 9200. |
The substance that triggers the fall of mature leaves and fruits from plants is due to(a) auxin (b) gibberellin (c) abscisic acid (d) cytokinin |
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Answer» The answer is (c) abscisic acid
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