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.
| 11301. | 
                                    Define surface charge density. Obtain expression for forcea charge q due to a continuous distribution of chargesover a surface. | 
                            
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                                   Answer»  In electromagnetism, charge density is a measure of the amount of electric charge per unit length, surface area, or volume but madam where is expression  | 
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| 11302. | 
                                    120.Find the angle of dispersion between red and violet coloursproduced by a flint glass prism of refracting angle 60°.Refractive indices of prism for red and violet colours are 1.622and 1.663, respectively.[Ans. 2.460] | 
                            
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| 11303. | 
                                    How will you shield a sensitive instrument from a strong electrostatic field? | 
                            
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                                   Answer»  'Sensitive components like electronic devices can be protected from external field by placing metal shields around them (Electrostatic shielding) place it in a conductor since net field is zero inside it  | 
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| 11304. | 
                                    Why do the electrostatic field lines not form closed loop?[ | 
                            
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| 11305. | 
                                    3. Apply Gauss's theorem to find the intensity of electrostatic field near a charged plane conductor | 
                            
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                                   Answer»  It shows that the electric field intensity at any point on the plane sheet is not depend on the distance of the point from the plane  | 
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| 11306. | 
                                    33. In a certain charge distribution, all points having zero potentialcan be joined by a circle S. Points inside S have positive potential,and points outside S have negative potential. A positive charge,to move, is placed inside S.(a) It will remain in equilibriumIt can move inside S, but it cannot cross s.(b)(c) It must cross S at some time.(d) It may move, but will ultimately return to its startingpoint. | 
                            
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                                   Answer»  thnkx priyanka  | 
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| 11307. | 
                                    Calculate the value of resistancehaving colour bands as follows violetorange, yellow, silver | 
                            
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| 11308. | 
                                    Coulomb's Law, Electrostatic Field andElectric Dipole | 
                            
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                                   Answer»  Coulomb's law is: The magnitude of the electric force between to point charges is proportional to the magnitude of the charges, and inversely proportional to the distance between them. Every charged object emits anelectric field. This electric field is the origin of the electric force that other charged particles experience. The electric field of a charge exists everywhere, but its strength decreases with distance squared.  | 
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| 11309. | 
                                    Why should electrostatic field be zero inside a conductor? | 
                            
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| 11310. | 
                                    Whentheplanet Jupiter is at a distance of 824.7million kilometer from the Earth, its angulardiameter is measured to be 35.72" of arc. Calculatethe diameter of Jupiter. | 
                            
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| 11311. | 
                                    Example 11 In a hydrogen atom, the electron andThusto fr(i) Estimate the potential energy of the system in ev,taking the zero of the potential energy at infiniteseparation of the electron from proton.Syst | 
                            
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                                   Answer»  1 2 how did 43 came solve that portion mine is coming 54 please solve that and send me  | 
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| 11312. | 
                                    The largest planet of our solar system is:(A) Mercury(C) JupiterWhat is the name of Jupiter's moon:(A) Gary(C) GanytedeHow many moons Jupiter has:(A) 26(C) 284.(B) Mars(D) Earth5.(B) Gume(D) Ganymede6.(B) 27(D) 29 | 
                            
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                                   Answer»  4. option C5. option D 6. option B Answers4-C5-D6-B(changes every yearl  | 
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| 11313. | 
                                    . WIlalalttailit2. What is meant by interia? State its types. | 
                            
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                                   Answer»  There are three types of inertia:1. inertia of rest: this is the resistance offered by the body to remain in rest unless an external force is not applied on the body. eg.:if a carpet is beaten with a stick then the dust particles due to inertia of rest tends to remain in rest while the fibers of carpet becomes in motion.2. inertia of direction: this is the resistance offered by the body to change its direction unless an ext.force is not applied on the body.Eg:if a bus tkes a turn then passengers sitting in tends to remain in the same direction in which the bus was travelling before.3. inertia of motion: the resistance offerd by the body to change its uniform motion.Eg:if a bus stops suddenly then the passengers fall forward due to inertia of motion.  | 
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| 11314. | 
                                    Uhit uud toasu callud | 
                            
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                                   Answer»  The fundamental units are the units of the fundamental quantities, as defined by the International System of Units. They are not dependent upon any other units, and all other units are derived from them. In the International System of Units, the fundamental units are: The meter (symbol: m), used to measure length. The kilogram (symbol: kg), used to measure mass. The second (symbol: s), used to measure time. The ampere (symbol: A), used to measure electric current. The kelvin (symbol: K), used to measure temperature. The mole (symbol: mol), used to measure amount of substance. The candela (symbol: cd), used to measure light intensity.  | 
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| 11315. | 
                                    The pH value of water can be measured with the help ofTuT·atr urada 하す | 
                            
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                                   Answer»  In general, awaterwitha pH< 7 is considered acidic and witha pH> 7 is considered basic. The normal rangefor pHin surfacewatersystems is 6.5 to 8.5 and for groundwater systems 6 to 8.5. Alkalinity is ameasure of thecapacityof the waterto resists a change inpHthatwouldtend to make thewatermore acidic. ph scale is used to measure ph value  | 
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| 11316. | 
                                    State theorem of parallel and perpendicular axes. | 
                            
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                                   Answer»  Thetheorem of parallel axesstates that the moment of inertia of a rigid body about anyaxisis equal to its moment of inertia about aparallel axisthrough its centre of mass plus the product of the mass of the body and the square of theperpendiculardistance between the twoparallel axes.  | 
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| 11317. | 
                                    State theorems of perpendicular and parallel axes for moment of inertia. | 
                            
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                                   Answer»  Ans :- This theoremis applicable only to the planar bodies. Bodies which are flat with very less or negligible thickness. This theorem states that the moment of inertia of a planar body about an axis perpendicular to its planeis equal to the sum of its moments of inertiaabout two perpendicular axes concurrentwith the perpendicular axis and lying in the plane of the body IZ =Ix+ Iy Parallel Axis Theorem Parallel axis theorem is applicable to bodies of any shape. The theorem of parallel axis states that the moment of inertia of a body about an axis parallel to an axis passing through the centre of mass is equal to the sum of the moment of inertia of body about an axis passing through centre of mass and product of mass and square of the distance between the two axes. IZ’= Iz+ Mα²  | 
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| 11318. | 
                                    State perpendicular axes theorem. Determine the moment of inertia of adisc about one its diameter using the theorem. | 
                            
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                                   Answer»  Perpendicular Axis Theorem. For aplanarobject, the moment of inertia about an axis perpendicular to the plane is the sum of the moments of inertia of two perpendicular axes through thesamepoint in the plane of the object.  | 
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| 11319. | 
                                    Two short magnets P and Q are placed one overanother with their magnetic axes mutualiyperpendicular to each other. It is found that theresultant field at a point on the prolongation ofthe magnetic axis of P is inclined at 30 with thisaxis. Compare the magnetic moment of the twomagnets. | 
                            
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| 11320. | 
                                    Magnetic moment of circular coil | 
                            
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| 11321. | 
                                    34. Two magnets of equal magnetic moments M each are placed as shown. The resultantmagnetic moment is | 
                            
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                                   Answer»  since magnetic moment are also vectors so, Mresultant = √(M²+M²+2MMcos60) = √3M² = √3M thanks  | 
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| 11322. | 
                                    J1. The position of a particle is given byWhere t is in second. Find the velocity and acceleration of the particle at te 1s. | 
                            
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                                   Answer»  s = 5t i + 6t² j - 10k ds/dt = v = 5 i + 12t j - 0 k dv/dt = 12j at t = 1 v = 5 i + 12 j - 0 k a = 12 j  | 
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| 11323. | 
                                    PROBLEMS FOR(1) A circular coil of 300 turns and diameter 14 cmcarries a current of 15A, what is the magnitudeof magnetic moment associated with the coil?(Ans : 69.27 Am") | 
                            
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                                   Answer»  Like my answer if you find it useful!  | 
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| 11324. | 
                                    circular coil of 300 turns and diameter 14 cmarries a current of 15A. What is the magnitudeof magnetic moment associated with the coil?(S | 
                            
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| 11325. | 
                                    18.The relative error in the measurement of the side of a cube is 0,027ts volume is(1) 0.027orror in the measurement of(2) 0.054(4) 0.046 | 
                            
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| 11326. | 
                                    A body is thrown vertically up to reach its maximum height in t seconds. The total time irom the time of projec-tion to reach a point at half of its maximum height while returning( in seconds) isaf73(1)42 t(2)t(3)テ | 
                            
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| 11327. | 
                                    2.Joseph jogs from one end A to the other end B of a straight300 m road in 2 minutes 50 seconds and then turns aroundand jogs 100 m back to point C in another I minute. What areJoseph's average speeds and velocities in jogging (a) from A toB and (b) from A to C? | 
                            
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| 11328. | 
                                    oseph jogs from one end A to the other end B of a straight 300 m road in 2 minutes 30 seconds and thenturns around and jogs 100 m back to point C in another 1 minute. What are Joseph's average speeds andvelocities in jogging:(a) from A to B ?(b) from A to C? | 
                            
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                                   Answer»  welldone  | 
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| 11329. | 
                                    Joseph jogs from one end A to the other end B of a straigh00nd jogs 100 m back to point C in another 1 minute. What areoseph's average speeds and velocities in jogging (a) from A toand (b) from A to C?m road in 2 minutes 30 seconds and then turns around | 
                            
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| 11330. | 
                                    nsmission line which one of the following relations is true?a) AD BC 1for tra(b)-AD- BC 1(d) AD-BC = 0(c) AD-BC =-1 | 
                            
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                                   Answer»  For transmission line AD- BC = 1whereA B and C D are parameters  | 
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| 11331. | 
                                    2. Joseph jogs from one end A to the other end B of a straight300 m road in 2 minutes 30 seconds and then turns arounand jogs 100 m back to point C in another 1 minute. What arJoseph's average speeds and velocities in jogging (a) from AtB and (b) from A to C? | 
                            
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                                   Answer»  Question you have submitted is incomplete. Please post a complete question. Velocity = dispacement / timeSpeed = distance / time a) when he jogs from A to B on a straight road,displacement = distance = 300mtime = 2 minutes 30 seconds = 150 s velocity = 300/150 = 2 m/sspeed = 300/150 = 2m/s b)when he jogs from A to B and turns back to C,displacement = 300-100 = 200mdistance = 300+100 = 400mtime = 3 minute 30 second = 210 s velocity = 200/210 = 20/21 m/sspeed = 400/210 = 40/21 m/s  | 
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| 11332. | 
                                    Define E=mc×mc | 
                            
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                                   Answer»  In relativity theory, Einstein introduced mass as a new type of energy to the mix. Beforehand, the mass of something in kilograms was just a measure of how much stuff was present and how resistant it was to being moved around. In Einstein's new world, mass became a way to measure the total energy present in an object, even when it was not being heated, moved or irradiated or whatever else. Mass is just a super-concentrated form of energy and, moreover, these things can turn from one form to the other and back again. Nuclear power stations exploit this idea inside their reactors where subatomic particles, called neutrons, are fired at the nuclei of uranium atoms, which causes the uranium to split into smaller atoms. The process of fission releases energy and further neutrons that can go on to split more uranium atoms. If you made very precise measurements of all the particles before and after the process, you would find that the total mass of the latter was very slightly smaller than the former, a difference known as the "mass defect". That missing matter has been converted to energy and you can calculate how much using Einstein's equation.  | 
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| 11333. | 
                                    2. The resultant of two vectors P & O is R. If the magnitude of O is doubled, the new resultant vector becomesperpendicular to P. Then, the magnitude of R is equal to(A) P+Q(B) P(C) P-Q(D) Q3. Wite the dimensions of ah in hte rlation P Dx, wh3. Write the dimensions of a/b in the relation Pwhere P is the pressure, x is the distance and t is the time(A) M'L'T(B) MLOT-(C) MLOT(D) MLT-2 | 
                            
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| 11334. | 
                                    Q. two vector P and Q has a sum of 18 andtheir resultant is 12.the resultant isperpendicular to a smaller of two vectors,find the value of P and Q and anglebetween them? | 
                            
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                                   Answer»  what will be answer find the angle  | 
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| 11335. | 
                                    43. Maximum and minimum magnitudes of resultant of two vectors are 14 unit and 2 unit. Find the magnitude of theresultant when the angle between them is 90° | 
                            
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                                   Answer»  Mean a is 8 and b is 6By adding them ans is 14 while subtracting ans is 2 So use pathagorous theorem to find resultant at perpendicular. . R = √ (8)² + (6)²R = √ 64+36R = √ 100R = 10 tq  | 
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| 11336. | 
                                    The resultant of two vectors P and is R. If the magnitude of Q is doubled, the new resultant vector becomesperpendicular to F. What is the magnitude of R?014. | 
                            
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                                   Answer»  how do you get this? please explain in detail  | 
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| 11337. | 
                                    8. The resultant of two vectors P and Q is R. If Q isdoubled, the new resultant is perpendicular to PThen, R equal(2) P+Q(4) P -Q3) Q | 
                            
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| 11338. | 
                                    eStuttace0tt1neCtrthahiectedě|Three forces F1, F2 and F3 are acting on a particle of mass m, such that F2 and Fs are mutuallyperpendicular and under their effect, the particle remains stationary. What will be the acceleration of thearticle, if the force Fi is removed? | 
                            
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                                   Answer»  Thanks  | 
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| 11339. | 
                                    Theresultantof two forces, one double the other in magnitude, is perpendicular to the smaller of the twoforces. The angle between the two forces is(a) 60°(b) 120°(c) 150°(d) 90°6. A weightless ladder 30 s o | 
                            
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                                   Answer»  Let two forces F₁ and F₂ are givenA/C to question, |F₁| = 2|F₂|Resultant of two forces F₁ and F₂ are given by R = F₁ + F₂ A/C to question, R is perpendicular upon smaller force.Here smaller force is F₂.So, R.F₂ = 0⇒(F₁ + F₂).F₂ = 0⇒F₁.F₂ + F₂² = 0 ⇒|F₁||F₂|cosФ + |F₂|² = 0 Now, put |F₁| = 2|F₂| ⇒2|F₂|.|F₂|cosФ + |F₂|² = 0⇒2cosФ + 1 = 0 ⇒cosФ = -1/2 = cos120° Hence, angle between two forces is 120°  | 
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| 11340. | 
                                    28, What, is the minimum number of28, What is the minimum number of forcesacting on an objeet in a plane that canproduce a vero resultant, force ? | 
                            
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| 11341. | 
                                    Q50) A body is acted upon by two forces F, and F2 of magnitude 4 N each. If the anglebetween them is 60°, find the magnitude and the direction of their resuftant.and Pz | 
                            
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| 11342. | 
                                    Two forces Fi and F2 acting at a point have aresultant F. If F2 is doubled, F is also doubled. If F2 isreversed in direction, then also F is doubled. Then,7.2 2 3 (2 | 
                            
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                                   Answer»  4)  | 
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| 11343. | 
                                    other end ordynamometer D is attached to two bodies of massesM-6 kg and m 4 kg. Forces F-20 N and f-10 N areapplied to the masses as shown. The dynamometer reads:(a) 10 N(b) 20 N(c) 6N(d) 14 N | 
                            
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                                   Answer»  Let x be the force recorded by dynamometer. Both masses move in one direction. The largest force is 20N and the least is 10 N. This means x lies between 10 and 20. This can be represented as shown. 10 < x < 20 The resultant force on : 6kg mass = 20 - x 4 kg mass = x - 10 They have equal acceleration as shown : (20 - x) / 6 = (x - 10) / 4 4(20 - x) = 6( x - 10) 80 - 4x = 6x - 60 140 = 10x x = 14 N 👍👍👍👍👍👍  | 
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| 11344. | 
                                    19. Fig. shows a wooden block on a horizontal plane at a rest being acted upon by three forces : F IN, F2 2N andfriction. If F, is removed the resultant force acting on the block will be(A) 2 N towards left(C) ON(B) 2 N towards right(D) cannot be determined | 
                            
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                                   Answer»  Option d). because unknown value of frictional force.  | 
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| 11345. | 
                                    Three forces F, F and F, are acting on particle P (shown in figure). If particle P is in equilibrium, then20145°F3 10 N | 
                            
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                                   Answer»  If the particle is in equilibrium , then net forces in horizontal and vertical direction should be 0 so, in vertical direction 4cos45° + F2cos∅ = 10=> F2cos∅ = 10 -2√2 .... (1) in horz direction4sin(45°) = F2sin∅ ....(2)=> F2sin∅ = 2√2 now so, dividing 2 with 1 => sin∅/cos∅ = 2√2/(10-2√2) => tan∅ = 2√2/(10-2√2) now, squaring and adding 1 and 2 F2²sin²∅ +F2²cos²∅ = 8+8+100 -40√2 => F2² = 116-40√2=> F2 = √(116-40√2) N  | 
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| 11346. | 
                                    16.A body is moving under the action of two forcesF, = 21-5; F = 3i - 4j. Its velocity will become uniformunder a third force F, given by(a) si-(b) -51 -(c) 5i+(d) -52+9) | 
                            
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| 11347. | 
                                    Two forces F, andof magnitude 5N each inclinedto each other at 60, act on a body. Find the resultantforce acting on the body. (Ans F-8.62N) | 
                            
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| 11348. | 
                                    5. A point mass of 0.5 kg is moving along x-axi asx +2t, where, x is in meters an t is in seconds.Find the work done (in J) by all the forces acting on the body during the time interval[ 0,2s)- Ay Tvo forces F and F are | 
                            
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                                   Answer»  given X = t²+2t so, x' = v = 2t+2 and hence acceleration = x" = 2 m/s² so, force will be m*a = 0.5*2 = 1N now displacement at (t=2sec) is = (2)²+(2*2) = 8m so, w = F.ds = 1*8 = 8J  | 
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| 11349. | 
                                    6 Distinguish between nuclear fission and fusion. Showhow in both these processes energy is releasedCalculate the energy release in Mev in thedeuterium-tritium fusion reactionUsing the datam(H) 2.014102 um(H) 3.016049 um (2He)- 4.002603 um 1.008665 uMeV1 u 931.5All India 2015 | 
                            
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                                   Answer»  The process in which heavy nucleus is broken into tiny nuclei, is called as nuclear fission. On the other extreme, nuclear fusion is defined as the reaction wherein lighter atoms come together and form a heavy nucleus. I don't know I don't know I don't know  | 
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| 11350. | 
                                    4a4aF-9.Which of the following graphs is correct for kinetic energy (E) and potential energy (U) (with height (h)d (h << Remeasured from the ground) for a particle thrown vertically upward from a horizontal grounand U = 0 at h 0)(B) g(C) 2(D)|HeightHeightHeightHeightThe forca acting on a body moving along x-axis varies with the position of the particle as shown in the | 
                            
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                                   Answer»  Kinetic energy decreases as the ball goes up as the ball is facing negative acceleration so its speed reduces and hence the kinetic energy. The potential energy increases as the height increases.Therefore option A  | 
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