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.
| 11451. |
To determine the diameter of a cylinder with the help of vernier callipers |
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Answer» hii how to use this app please inform mr The Vernier caliper is an extremely precise measuring instrument; the reading error is 1/20 mm = 0.05 mm. Close the jawslightlyon the object to be measured. If you are measuring something with a round cross section, make sure that the axis of the object is perpendicular to the caliper. This is necessary to ensure that you are measuring the full diameter and not merely a chord. Ignore the top scale, which is calibrated in inches. Use the bottom scale, which is in metric units. Notice that there is a fixed scale and a sliding scale. The boldface numbers on the fixed scale are centimeters. The tick marks on the fixed scale between the boldface numbers are millimeters. There are ten tick marks on the sliding scale. The left-most tick mark on the sliding scale will let you read from the fixed scale the number of whole millimeters that the jaws are opened. In the example above, the leftmost tick mark on the sliding scale is between 21 mm and 22 mm, so the number of whole millimeters is 21. Next we find the tenths of millimeters. Notice that the ten tick marks on the sliding scale are the same width as nine ticks marks on the fixed scale. This means that at most one of the tick marks on the sliding scale will align with a tick mark on the fixed scale; the others will miss. The number of the aligned tick mark on the sliding scale tells you the number of tenths of millimeters. In the example above, the 3rd tick mark on the sliding scale is in coincidence with the one above it, so the caliper reading is (21.30 ± 0.05) mm. If two adjacent tick marks on the sliding scale look equally aligned with their counterparts on the fixed scale, then the reading is half way between the two marks. In the example above, if the 3rd and 4th tick marks on the sliding scale looked to be equally aligned, then the reading would be (21.35 ± 0.05) mm. On those rare occasions when the reading just happens to be a "nice" number like 2 cm, don't forget to include the zero decimal places showing the precision of the measurement and the reading error. So not 2 cm, but rather (2.000 ± 0.005) cm or (20.00 ± 0.05) mm |
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| 11452. |
(1) write the formula to find out the least count measurement of vernier callipers?(2) write two names of derived physical quantities and write it's SI Unit?(3) what is impluse of force? |
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Answer» Theleast counterror is the error associated with the resolution of the instrument. If we use a metrescaleformeasurementof length, it may have graduations at 1 mm divisionscalespacing or interval. AVernier scaleoncalipermay have aleast countof 0.02 mm while amicrometermay have aleast countof 0.01 mm. Acceleration metre per second squaredm s-2Area square metre m2Density kilogram per cubic metre kg m-3Heatcapacity joule per kelvin J K-1 Impulseis the change of momentum of an object when the object is acted upon by aforcefor an interval of time. So, withimpulse, you can calculate the change in momentum, or you can useimpulseto calculate the average impactforceof a collision. |
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| 11453. |
9. The external and internal diameters of a hollowcylinder measured by a vernier callipers are recordedas (5.32 + 0.01) cm and (4.98 +0.01) cm. Compute thethickness of the wall of the cylinder with error limits. |
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| 11454. |
18.The observed reading of the length ofa rod measured by a vernier callipers comes out to be 5.4 mm. If thevernier had been error free and xth MSD would have been coincided with yth VSD, then find(r-y). [1 MSD = 1 mm and 10 VSD coincides with 9 MSD](A) 4(B) 5(C) 7(D) 0 |
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Answer» open B is correct answer |
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| 11455. |
Wherz should an object be placed in order to use a convex lens as a magnifying sass |
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| 11456. |
2. A block slides with constant velocity on a planeinclined at an angle θ. The same block is pushedup the plane with an initial velocity vo. The distancecovered by the block before coming to rest is202g sin 04g sin θ(4) Wo sin2g |
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Answer» block moves down the plane with constant velocity it means net force is zero... force due to friction (f) = mgsin ( is the angle of plane) net retardation force when body is projected upward is (f+mgsin) f = mgsin so net retardation force = 2mgsin ma = mgsin a(retardation) = 2gsin .............1 V2= U2- 2aS finally velocity becomes 0 so U2= 2aS S = U2/2a =u2/4gsin |
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| 11457. |
A block of mass M slides down the surface of a bowl of radius R from its rim to itskinetic energy of the block at the bottom? |
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| 11458. |
9 A block is at rest at the top of a rouch inclined plane of inclinationhorizontal. What is the coefficient of kinetic friction between the block and the planeif the block slides down with an acceleration of ?(1) 0.25(2) 0.275(3) 0.325(4) 0.346 |
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| 11459. |
The centripetal force required by a 1000 kgcar that takes a turn of radius 50 m at a speedof 36 kmph is |
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| 11460. |
ular motionThe centripetal force required by a 1000 kgcar that takes a turnof 36 kmph isn of radius 50 m at a speed |
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| 11461. |
Q.1.Define Least Count of a measuring device. |
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Answer» The smallest value that can be measuredby themeasuring instrumentis called itsleast count.Measuredvalues are good only up to this value. Theleast counterror is the error associated with the resolution of theinstrument. |
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| 11462. |
on theblockinthetirstsecond.Take&T0S1s. A 250 g block slides on a rough horizontal table. Findthe work done by the frictional force in bringing theblack to rest if it is initially moving at a speed of 40om's. If the friction coefficient between the table and theblock is 0-1, how far does the block move before comingto rest1s. Water falling from a 50 m high fall is to be used for |
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| 11463. |
6. A person travels on a semicircular track of radius 50 m during a morning walk. If hestarts from one end of the track and reaches the other end, calculate the distancetravelled and the displacement of the person |
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Answer» Displacement will be zero as he reached the same point from where he startedDistance will be 2πr=2*22/7*50=314m |
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| 11464. |
9. A block of mass 250 g slides down an incline ofinclination 370 with a uniform speed. Find the work doneagainst the friction as the block slides through 1-0 m.18. |
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Answer» Component of acceleration = g sin37 = 3g/5 = 6 m/s2Force = ma= 0.25 x 6= 1.5 N work done= 1.5 x 1= 1.5 J |
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| 11465. |
In the fig. mass M 10 g. is placed on an inclinedplane. In order to keep it at rest, the value of massm will be:(2) 10 3 g(1) 5 g(3) 0.10 gThe mechanical advantage of a wheel axle i(4) 3 9 |
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Answer» For the mass M to be kept at rest the net force should be 0 so, mg = Mgsin∅ = 10*10*sin(30)=> m = 10*10*(1/2)/g = 10/2 = 5gm. option 1 |
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| 11466. |
Q.1) Solve the following examples:1) A person travels a distance of 72km in 4 hours. Calculate the average speed in m/s. |
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| 11467. |
A body executes S.H.M. of 16 s. Its velocity is foundto be 4 m s-1 two seconds after it has passed throughthe mean position. Find its amplitude. lAns. 14.40 m4. |
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Answer» 32√2/π = 14.4 m |
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| 11468. |
yer kicks a ball of mass 250 g placed at the centre of a field. The ball leaves his foot with aspeed of 8 m/s. Find the work done by the player on the ball |
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Answer» Work done = change in Kinetic Energy initital Kinetic Energy = 0 final Kinetic Energy =1/2×m×v^2 Here m=0.25 kg ; v=8 m/s so Kinetic Energy =1/2×0.25×8^2 =8 J so work done = 8-0=8 joule |
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| 11469. |
19) A slightly conical wire of length L and end radi ri and r-sstretched by two forces F, F applied parallel to length inopposite directions anYoung's modulus, then extension produced is:(a) (b)d normal to end faces. IfY denotes theFL (c)FLYĎ r1 r2 |
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| 11470. |
A)Two particles executes S.H.M. of same amplitude and frequency along the same straight line. They pas one anothenwhen going in opposite directions, each time their displacement is haif of their amplitude. The phase difference betweenthem is(A) 30(B) 60(C) 90(D) 120* |
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| 11471. |
13. Generation, propagation and detection ofelectromagnetic waves is the basis of(a) lasers(c) radio and television (d) computer(b) reactors |
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Answer» Option (c) is correct. The communication and broadcasting is based on generation, propagation and detection of electromagnetic waves. |
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| 11472. |
1. A particle moves along a straight line Ox, at a time t (in seconds) the distance x (in meters) of the particlefrom O is given by x 40+ 12t-t3(A) 24 m(B) 40 m(C) 56 m(D) 16 m |
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Answer» We have equation x= 40+12t-t^3. So initially take t=0 => x=40m. Now differtiate the equation with respect to time(t) which is equal to velocity (v) {v=dx/dt} now put v=0 as the particle is stopping you will get value of t. Put this value in "40+12t-t^3" and you will get final distance.on Subtracting the initial distance from this final distance we'll get x=16m. |
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| 11473. |
Ver short 에epine) ㈧orm hole⑥ Black holeebula |
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Answer» a)A wormhole is a theoretical passage through space-time that could create shortcuts for long journeys across the universe. Wormholes are predicted by the theory of general relativity. But be wary: wormholes bring with them the dangers of sudden collapse, high radiation and dangerous contact with exotic matter. b)Ablack holeis a region of spacetime exhibiting such strong gravitational effects that nothing—not even particles and electromagnetic radiation such as light—can escape from inside it. c)A nebula is an interstellar cloud of dust, hydrogen, helium and other ionized gases. Originally, nebula was a name for any diffuse astronomical object, including galaxies beyond the Milky Way. donkey😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂 |
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| 11474. |
A bullet of mass 20 g leaves a riffle at an initialspeed 100 m/s and strikes a target at the samelevel with speed 50 m/s. The amount of work doneby the resistance of air will be(1) 100 J(3) 75 J(2) 25 J(4) 50 J |
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Answer» by work - energy theorem,initial KE - final KE = work performed against air resistanceInitial KE = 1/2 * m * vi^2(i- initial)Final KE = 1/2 * m * vf^2(f- final)Hence change = 1/2 * 20/1000 * (100^2 - 50^2) = 1/100 * 150 * 50 =75 JSo work done by bulllet against air resistance = 75 JOr work performed by air to reduce the energy of bullet =75 J |
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| 11475. |
A particle moves along a straight line OX. At a timet (in seconds), the distance x (in metre) of the particlefrom o is given by, x = 40 + 12t - t^2. How longwould the particle travel before coming to rest?[AIPMT 2006](1) 16 m(3) 40 m(2) 24 m(4) 56 m |
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| 11476. |
57. A heavy particle is suspended by a 1:5 m long string. Itis given a horizontal velocity of N57 m/s. (a Find theangle made by the string with the upward vertical, whenit becomes slack. (b) Find the speed of the particle atthis instant. (c) Find the maximum height reachedby the particle over the point of suspension. Takeg 10 m/sWI |
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| 11477. |
A boy walks to his school with a constant speed of 4 km/h and reaches there in30 minutes Find the distance of the school from his house |
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Answer» time = 30 minutes= (30/60) secondsdistance=speed * time taken= 4 * (30/60)=2 km 2 km will be the answer |
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| 11478. |
explain the waves travel along a spring when it is pushed and pulled at one end are longitudinal wave. |
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Answer» ans plss When you pull a spring and leave it,it moves to and fro right? the waves along this also move to and fro in the same direction.that is why they are longitudinal waves.(Longitudinal waves are the waves which vibrate along the direction of movement.The waves in a spring move along the direction in which you pulled it so they are longitudinal.) |
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| 11479. |
The track shown in figure (9-E16) is frictionless. Theblock B of mass 2m is lying at rest and the block A ofmass m is pushed along the track with some speed. Thecollision between A and B is perfectly elastic. With whatrelecity should the block A be started to get the sleepingman awakened ?Figure 9-E16 |
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| 11480. |
A wooden block of 100 kg is about to be pushed on a floor of coefficient of friction 0.4. What is themagnitude of the force of friction on the wooden block when it is just pushed ?3) 196N4) 490N |
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Answer» f=uN=0.4×100×9.8=392N |
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| 11481. |
Define the terms.Heredity: าcalled heredii. Variations:are called vaiii. Genetics: T |
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Answer» i. Heredity is the passing on of traits from parents to their offspring, either through asexual reproduction or sexual reproduction, the offspring cells or organisms acquire the genetic information of their parents. ii. Variation is any difference between cells, individual organisms, or groups of organisms of any species caused either by genetic differences (genotypic variation) or by the effect of environmental factors on the expression of the genetic potentials (phenotypic variation). iii. Genetics definition is - a branch of biology that deals with the heredity and variation of organisms. |
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| 11482. |
How the coefficient of friction bétween a body and a surface changesif the mass of the body is doubled |
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Answer» Since , f = mu . R= mu. mgf/ mg = munow if mass is doubled then coefficient of friction is halfed . |
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| 11483. |
In the previous problem, the coefficientof kinetic friction is μk, between blockand surface. How much is the springcompressed? |
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Answer» The friction force produces an additional energy term in the energy equation. The energy equation is (1/2)MV2 = (1/2)ks2+Mgμks, where Mg is the normal force, and s is the sliding distance, which is equal to the spring compression. This is a quadratic equation with two roots. We reject the negative root. The positive root is the solution. Answer: s = -(Mgμk)/k+(1/k)[(Mgμk)2+MkV2]1/2 |
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| 11484. |
29. An insect crawls up a hemispherical surfacevery slowly (see the figure). The coefficient offriction between the insect and the surface is1/3. If the line joining the centre of thehemispherical surface to the insect makes anangle α with the vertical, the maximumpossible value of a is given by(a) cot α = 3(c) sec a 3(b) tan α-3(d) cosec a 3 |
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Answer» option a thank's 😃 |
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| 11485. |
(A) 700 N(B) 1050 N(C) 900 N(D) 1100 N17. A block B is pushed momentarily along a horizontalcoefficient of sliding friction between B and the surface, block B will come to rest after asurface with an initial velocity v. If H is thetime: |
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| 11486. |
A body of massFind the frictional force acting, on it. (&-10 m1) 17.5NA book of weight 20N is pressed hu40N, If the t35 kg, is placed on asurfacecontal surface whose coefficient of friction 0.252) 87.5N4) 100N3) 350N |
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| 11487. |
11) If the velocity of a particle is u = At+ Bt2, where A and B are constants,thep the distance travelled by it between 1 s and 2 s is7A , B(d)3A+ 7B |
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| 11488. |
A chain has five rings. The massof each ring is 0.1 kg. Thischain is pulled upwards by a froceF producing an acceleration of 2.50m/sec2 in the chain. Then the force ofaction (reaction) on the joint of secondand third ring from the top is2 |
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| 11489. |
Composition of Two S.H.M."Q.24 Discuss analytically the composition of twoS.H.M.'s of same period and parallel to eachother. Obtain formula for their resultantamplitude and resultant initial phase.Hence, find the resultant amplitude when phasedifference of two S.H.M.s is, i) 0°(0 rad), ii) 180° (π rad), iii) 90° (π/2)iv) 120° (T/3)ORTwo SHM's are represented byx, a, sin (at + α) andx,-a, sin (cot + a). Obtain the expression for thedisplacement, amplitude and initial phase of the |
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| 11490. |
Synchronous phase modifiers |
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Answer» Ans :- Asynchronous phase modifieris a synchronousmotor designed to run on no load at the highestsynchronousspeed (3000 rpm at 50 Hz or 3600 rpm at 60 Hz) to keep its size small. They are connected at the receiving end of a medium length transmission line to maintain its receiving end voltage constant at all loads. |
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| 11491. |
what is average value of current over a full cycle |
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Answer» average value of current over full cycle is always zero The average value of a whole sinusoidal waveform over one complete cycle is zero as the two halves cancel each other out, so the average value is taken over half a cycle. The average value of a sine wave of voltage or current is 0.637 times the peak value, (Vp or Ip. |
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| 11492. |
224There are 12x10" molecules in 500 cm' of HCl gas at 27°C and 750 mm Hgpressure. Determine the number of ammonia molecules in 2'5 litre ofgas at the same temperature and pressure. Write the law on the basis ofwhich the above calculation is done. |
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| 11493. |
2. Consider a body of mass 1.0 kg at rest at the origin at timet-o A force F = (ar i-B) is applied on the body, wherea 1.0 Ns1 and B 1.0 N. The torque acting on the bodyabout the origin at time 1-1.0s is τ . which ofthe followingstatements is (are) true?(A) IFNm(B) The torque τ is in the direction ofthe unit vector + k(C) The velocity ofthe bodyat1=1sis v (i+2j)ms-1D) The magnitude of displacement of the bodyati Is ism |
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| 11494. |
14Cil) y- 8 second(111) 6二10, one end |
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Answer» Graph is not mentioned in this question. |
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| 11495. |
The momentum of a body is numerically equal to the kinetic energy of the body. What is the velocityof the body? |
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Answer» Momentum of an object= MVkinetic energy = 1/2 mv^2according to the questionmv=1/2 mv^2v=1/2v^2v/v^2= 1/21/v=1/2v= 2 units |
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| 11496. |
The magnetic flux passing perpendicular to the plane ofthe coil and directed into the paper is varying according tothe relation φ = 3t2 + 2t + 3, where φ is in milliweber andt is in second. Then the magnitude of emf induced in theloop when t = 2 second is-(a) 31 mV(b) 19 mV(c) 14 mV(d) 6 mV× x; |
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| 11497. |
15) A stone of mass m is tied to a string of length fat one end and by holding second end it iswhirled into a horizontal circle, then workdone will be :-2mv(2) 27(3) (mg)-27! |
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Answer» Tension always acts perpendicular to the motion of body in circular motion. therefore work done is zero. |
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| 11498. |
. Water in a bucket is whirled in a vertical circlewith a string attached to it.The water does notfall down even when the bucket is inverted at thetop of its path. We conclude that in this position.nmv(1) mg(2) mg is greater than(3) mg is not greater than(4) mg is not less thanmvmvmv |
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| 11499. |
A body has speed V, 2V and 3Vin first 1/3 of distanceS, seconds 1/3 of S and third 1/3 of S respectively. Itsaverage speed will be(a) V(c)V3.(b) 2 V1818 |
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Answer» Total distance covered by the boy is s+s+s = 3s now total time taken by the boy is s/v + s/2v and s/3v. now avg. speed is given by = (total distance)/total time = 3s/(s/v +s/2v+s/3v = 3s/(s/v)*(1+1/2+1/3)... s will cancel each other. so , avg v = 3V/(11/6) = (18v/11) answer. option c. this is the correct answerthanks you |
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| 11500. |
The de-Broglie wavelength of a particle of kineticenergy k is Îť . What would be the wavelengthof the particle, if its kinetic energy were k/4? |
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