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.
| 3751. |
14. Find the magnitude of the electric field at a point 4 cmaway from a line charge of density 2 × 10-6 C m-1 |
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| 3752. |
A candle is held 3 cm away from a concave mirror of radius of curvature 24 cm. Find the position ofthe image of the candle.(UPB 2014) Ans. 4 cm, behind the mirror.90 mm How far must it be placed from a small obiect |
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Answer» 4cm behind the mirror 4cm behind the mirror |
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| 3753. |
The torque of force F about originis(3) τ5(V3-1)/ Nm(4)-:3jN |
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Answer» Origin vector is ( 1i+1j) and F = 5√3i + 5j so, T = F×r = (5√3i+5j)×(i+j) = (5√3 - 5)k = 5(√3-1)k N-m option 3 |
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| 3754. |
38. The pulley shown in figure (10-E8) has a radius 10 cmand moment of inertia 0.5 kg-m2 about its axis.Assuming the inclined planes to be frictionless, calculatethe acceleration of the 4.0 kg block.2.0 kg4 kg45 45Figure 10-E8 |
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| 3755. |
38. The pulley shown in figure (10-E8) has a radius 10 cmand moment of inertia 05 kg-m2 about its axis.Assuming the inclined planes to be frictionless, calculatethe acceleration of the 4.0 kg block.2.0 kg4 kg45 45Figure 10-E8 |
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| 3756. |
. The lengths of smooth & rough inclined planesof 45° inclination is same. Times of sliding ofa body on two surfaces is t1, t2 and μ = 0.75,then t : t,-1 L2 |
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| 3757. |
A body whose moment of inertia is 3 kgnit, is at rest. It is rotated for 20 s with a moment of force 6 Nm. Find theangular displacement of the body. Also calculate the work done20.[400rad; 2400J] |
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| 3758. |
ball of mass m 5 kg rests between two planes which make angles of 30° and 45respectively with the horizontal. The system is in equilibrium. Find the normal forces exertedby each of the planes. The planes are smooth.on the ball |
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| 3759. |
05.)A sphere of mass m is held between two smoothinclined walls. For sin 37 3/5, the normal reactionof the wall (2) is equal to:(225mg21lomg (b)37°372539mg25c) |
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| 3760. |
40. A solid sphere rolls down two different inclined planes of the same heights but different angles of inclination. (a) Willit reach the bottom with the same speed in cach case? (b) Will it take longer to roll down one plane than the other? (c)If so, which one and why? |
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| 3761. |
A block of mass m takes time t to slide down ona smooth inclined plane of angle of inclination θand height h. If same block slids down on a roughinclined plane of same angle of inclination andsame height and takes time n times of initial value,then coefficient friction between block and inclinedplane is |
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| 3762. |
A body takestimes as much time to slide3down a rough inclined plane as it takes to slidedown an identical bust smooth inclined plane.If the angle of inclination is 450, the coefficientof friction is |
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| 3763. |
is the tension in the rope at a distanwhere the force is appliedis pulled by a constant force F. Whax from the ernF(L x)FL(b)一FLL-xFxL -x(d)ofmass 2 kg each are |
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Answer» option B |
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| 3764. |
block of mass 2 kg placed on a long frictionlesshorizontal table is pulled horizontally by a constant forceF. It is found to move 10 m in the first two secondsFind the magnitude of F |
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| 3765. |
1. A block of mass 2 kg placed on a long frictionlesshorizontal table is pulled horizontally by a constant forceF. It is found to move 10 m in the first two secondsFind the magnitude of F. |
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| 3766. |
Define angular acceleration. |
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Answer» Angular acceleration, also called rotational acceleration, is a quantitative expression of the change in angular velocity that a spinning object undergoes per unit time. It is a vector quantity, consisting of a magnitude component and either of two defined directions |
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| 3767. |
4. Define angular velocity?5. State Hook's law? |
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Answer» Angular velocity is the rate of velocity at which an object or a particle is rotating around a specific point. |
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| 3768. |
Define angular dispersion & dispersive power. |
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Answer» Angular Dispersion: D &Dispersive Power: w. The capacity of the material of a prism, to disperse a given beam of light into of its constituent colors, is measured by the two quantities D & w; which aredefinedas. D = It is the difference between the angles of minimum deviations for a pair. Dispersive power. : thepowerof a transparent medium to separate different colors of light by refraction as measured by the difference in refractivity for two specified widely differing wavelengths divided by the refractivity at some specified intermediate wavelength. |
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| 3769. |
A wagon of 20 metric ton moves with10 m/s and collides perfectly inelastically withstationary wagon of 60 metric ton. Find loss ofkinetic energy(1) 250 keJ(2) 750 k(3) 500 k(4) 650 kJ |
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Answer» Any other detail provided? no |
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| 3770. |
F-6. Two perfectly elastic balls of same mass m are moving with velocities u1 and u2. They collide head onelastically n times. The kinetic energy of the system finally is |
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| 3771. |
Find the values of currents 11, 12 and 13W292+13LAWA30210 V692 |
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Answer» V=IR. SO. I=V/RSO I1=V1/R1 ANDI2=V2/R2AND. I3=V3/R3 AND PUT THE VALUE OF I1,I2,I3,V1,V2,V3,R1,R2,R3 AND YOU FIND THE VALUE OF I1,I2,I3 |
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| 3772. |
give reason. we should always stay away from tall trees during lightning. |
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Answer» The electric field is strongest near the pointed tip of an electrical conductor, and sotrees oftenmake forgreattargets forlightning strikes.. Standingout ina fieldfarfromtrees may also pose risks too.Inthis case,you arethetallestobject around and maybea target forlightningstrikes. tall trees attract the lightning force more. |
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| 3773. |
The coefficient of performance of a Carnot refrigerator is 3. If the machineengine, its efficiency ismot refrigerator is 3. If the machine works on a reverse cycle as an(a) 40%(b) 30%(c) 25%(d) 20% |
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Answer» c is the right answer |
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| 3774. |
A uniform disk rotating with constant angular acceleration covers 50 revolutions in the first five secondsafter the start. Calculate the angular acceleration and the angular velocity at the end of five seconds. |
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| 3775. |
Define linear magnification |
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| 3776. |
5. Define linear momentum and give its SI unit. |
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Answer» Linear momentumisdefinedas the product of a system's mass multiplied by itsvelocity.Momentump is a vector having the same direction as the velocity v. TheSI unitformomentumis kgm/s. |
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| 3777. |
7. Define linear magnification produced by a mirror.d ha concave mirror. |
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| 3778. |
From a solid sphere of mass M and radius R, a cube ofmaximum possible volume is cut. Moment of inertia of cubeabout an axis passing through its center and perpendicular toone of its faces is |
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| 3779. |
Section (A):Kinematicsuniform disk rotating with constant angular acceleration covers 50 revolutions in the first five secondsafter the start.Calculate the angular acceleration and the angular velocity at the end of five seconds |
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| 3780. |
Define conservation Force?Define centre of mass?/Define Power and its SI unit? |
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Answer» 1. A conservative force is a force with the property that the total work done in moving a particle between two points is independent of the taken path. 2. The center of mass is a position defined relative to an object or system of objects. It is the average position of all the parts of the system, weighted according to their masses. |
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| 3781. |
GROUP 'A' (PHYSICS)Why is there need to harness non-conventional source of energy? Give two reasons |
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Answer» Ans :- There are many reasons for it but some reasons are important which i want to share with you all:- 1. As you know, the demand of energy is increasing day by day due to increase population and growing use of machine and industrial in order to improve our living standard. 2. the fossil fuels are the non-renewable source of energy and formed million year ago . and it it the fact that fossil fuels are the limited source and it will finish after some years. hence, we have to need to harness of non-conventional source of energy. PLEASE LIKE THE ANSWER |
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| 3782. |
A uniform circular disc of mass m and radius R is rolling on a horizontalce. Find the angular momentum of the disc about an axis perpendicularsurfato the plane of disc and fixed at point P to the disc. |
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Answer» the answer is 3/4 m rsquare omega |
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| 3783. |
Calculate the moment of inertia of uniform circular disc of mass 500 g, radius 10 cm about () diameter of the disc (i)the axis tangent to the disc and parallel to its diameter and (ii) the axis through the centre of the disc andperpendicular to its plane.[i) 12500 g cm* (ii) 62500 g cm (ii) 25000 g cmi] |
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| 3784. |
A uniform circular disc of masssurface. Find the angular momentum of the disc about an axis perpendicularto the plane of disc and fixed at point P to the disc.m and radius R is rolling on a horizontalR/2ISC |
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| 3785. |
The weak nuclear forcestronger than gravitationalforce". State whether thisstatement is TRUE FALSE |
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Answer» its a true statement |
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| 3786. |
&: i Define law consemom entum 02 |
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Answer» Momentum = mass * velocity. Total momentum of a system is always conserved. During a collision, momentum lost by one body is gained by another body. During a collision , assume F1 and F 2 be the forces acting on the two bodies. Assuming that only one collision takes place and assuming it to be an isolated system , F1= -F2 (Newtons 3rd law). But the collision time is the same for both the bodies, t1 = t2. Momentum of body 1 = F1*t1 and body 2 = F2*t2 F1*t1 = F1*t2 = -F2*t2 , Impulse = F * t , thus Impulse 1 = - Impulse 2 Impulse = change in momentum (by second law of Newton) , thus , m1 * v1 = - m2 * v2 , thus this implies momentum gained by one body = momentum lost by another body. |
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| 3787. |
Define Hooke's Law. |
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Answer» Hooke's law is a law of physics that states that the force needed to extend or compress a spring by some distance x scales linearly with respect to that distance. That is, where k is a constant factor characteristic of the spring: its stiffness, and x is small compared to the total possible deformation of the spring. |
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| 3788. |
Derive expression for Radius of Hydrogen Atom. |
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Answer» According to Bohr’s model, the electron revolves revolve in stationary orbits where the angular momentum of electron is an integral multiple of h/2π. mvr = nh/2π ------------------(1) Here, h is Planck's constant. Now, when an electron jumps from an orbit of higher energy E2 to an orbit of lower energy E1, it emits a photon. The energy of the photon is E2-E1. The relation between wavelength of the emitted radiation and energy of photon is given by the Einstein - Planck equation. E2-E1= hν = hc/λ -------------(2) For an electron of hydrogen moving with a constant speed v along a circle of radius R with the center at the nucleus, the force acting on the electron according to Coulomb’s law is: F = e2/4πε0R2 The acceleration of the electron is given by v2/r. If m is the mass of the electron, then according to Newton’s law: e2/4πε0r2 = mv2/R ---------(3) mv = [(1/4πε0) (me2/R)]1/2 ------(4) From equation (1) and (4) we get, {[(1/4πε0) (me2/R)]1/2}2 x R2 = n2h2/22π2 R = (4πε0)n2h2 / 4π2me2 For nth orbit, Rn = ε0n2h2 / πme2 |
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| 3789. |
5.Why should we use non-conventional sources of energy? |
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Answer» 1. They are inexhaustible and renewable. 2. They are obtained at low cost and can be used to meet the ever growing demands of population. 3. If we use non conventional energy sources we can save resources for our future generation. We should move towards sustainable development. 4. As we know conventional sources of energy can't be renewed that's why we should not use it in large amount. |
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| 3790. |
Alternative or non conventional sources of energy. |
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Answer» Hydroelectric Energy.Solar Energy.Wind Energy.Biomass Energy.Geothermal Energy. Thnx |
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| 3791. |
zeroth law of thermodynamics |
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Answer» Thezeroth law of thermodynamicsstates that if twothermodynamic systems are each in thermal equilibrium with a third, then they are in thermal equilibrium with each other. Accordingly, thermal equilibrium between systems is a transitive relation. sorry samajh nhi aayaplease aur easily explain krdo 1 doubt hai kya thermal equlibrium main equally heat transfer hogi? thermal equilibrium. The condition under which two substances in physical contact with each other exchange no heat energy. Two substances inthermal equilibriumare said to be at the same temperature |
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| 3792. |
te and explain zeroth law of thermodynamics |
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Answer» Thezeroth law of thermodynamicsstates that if twothermodynamic systemseach are inthermal equilibriumwith a third one, then they are in thermal equilibrium with each other. Accordingly, thermal equilibrium between systems is atransitive relation. Two systems are said to be in the relation of thermal equilibrium if they are linked by a wall permeable only to heat and they do not change over time. As a convenience of language, systems are sometimes also said to be in a relation of thermal equilibrium if they are not linked so as to be able to transfer heat to each other, but would still not do so (even) if they were connected by a wall permeable only to heat. Please hit the like button if this helped you |
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| 3793. |
State the Zeroth law of thermodynamics. |
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Answer» Zeroth law of thermodynamics: “If two systems are in thermal equilibrium with a third system then they must be in thermal equilibrium with each other” is called the Zeroth law of thermodynamics. It forms the basis of concept of temperature. |
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| 3794. |
1. What does the zeroth law of thermodynamics tell us about measuring the tempcrature of an object? |
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| 3795. |
TWO DIFFERENT LIQUID HAVING SAME MASS ARE MIXED TOGEATHER .IF THEIR DONSITIES ARE RESPECTIVELY 0.75×10^3 KG/M^3 AND 0.45×10^2 KG/M^3 THEN CALCULATE THE DENSITY OF THEIR MIXTURE. |
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| 3796. |
The displacement x of a particle varies with time tas x ae', + beßt, where a, b, α and β are positivecosntants. The velocity of the particle will[AIPMT 2005](1) Be independent of β(2) Drop to zero when α β(3) Go on decreasing with time(4) Go on increasing with time |
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Answer» option 4 |
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| 3797. |
1.An engine exerts a force F (201 3) 5K)N and moves with velocity (i20 j-3kim/s Thepower of the engine (in watt) is(AIPMT 2000) |
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| 3798. |
23. Two particles of masses 1 kg and 3 kg are located at (2+5 13) m and (-6+4-2) mrespectively. Find the position of their centre of mass,(2) |
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Answer» X=(1*2+3*-6)/(1+3) = (2-18)/4 =-4i Y=(1*5+3*4)/(1+3) = (5+12)/4 =4.25j Z=(1*13+3*-2)/(1+3) = (13-6)/4 =1.75k C.M.= -4i + 4.25j + 1.75k |
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| 3799. |
11.Three balls of mass 1, 2 and 3 kg respectively are arranged at the corners of an equilateral triangle of side 1 m. whatwill be the moment of inertia of the system about an axis through the centroid and perpendicular to the plane of thetriangle?12 kgm'] |
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| 3800. |
Define om's law? |
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Answer» Ohm's lawstates that the current through a conductor between two points is directly proportional to the voltage across the two points at constant temperature. I=V/RAt constant temperatureCurrent is proportional to voltage and invesly proportion to Resistance. |
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