

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.
1. |
7. A body has a weight 50 N in air. Afterimmersing completely in liquid its weight is20 N. Then, the buoyant force on the bodywill be |
Answer» the byoyant force on the body will be 20N AS DISPERSED This force will be 50-30N= 20Nas Fb= total force in air- force in water |
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2. |
Name the particulate which causes the disease mentioned below:(a)minamata (b)silicosis. |
Answer» (a) Mercury poisoning (b) Silica dust |
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3. |
- Where does a body weight more at the surface of the carth or in a mine? |
Answer» At the surface of the earth a body weighs more, because as we go into mine the acceleration due to gravity decreases. |
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4. |
DelyAbody79entire chainthe ch.57. A body of mass 50gm collides elastically with anotherbody of mass 30 gm at rest. Then the percentage lossof the velocity of the colliding body during collision is1) 25% 2) 75% 3) 50% 4) 67%3) 120380.beide |
Answer» 4) 67% is the correct answer the percentage loss of the velocity of the colliding body during collision is 67% |
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5. |
What will be the acceleration of a body of mass5 kg if a force of 200 N is applied on it? |
Answer» Use formula- F = ma200 = 5*a=> a = 200/5=> a = 40m/s^2 |
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6. |
Rig. 5.168.13 Two bodles of masses 10 kg and 20 kg respectively kept on a smooth, hortzontalsurface are tied to the ends of a light string a horizontal force F 600 Nsapplied to lu A (t) B along the direction of string. What is the tension in thestring in each case |
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7. |
culate the gravitational force befween two protons kept at a distance67 x 10-27 kg. (1 femtometre = 10-15 m) |
Answer» gravitational force = (G.m1.m²)/r² = 6.67×10^-11×(1.67 ×10^-27)²/(10^-15)² Force = 6.67*1.67*1.67 × 10^-31 = 1.86 × 10^-30N |
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8. |
15. A uniform chain of length 2 m is kept on atable such that a length of 60 cm hangs freelyfrom the edge of the table. The total mass ofthe chain is 4 kg. What is the work done inpulling the entire chain onto the table ?(g = 10 m/s)1) 7.2J273.63) 120J4) 1200 |
Answer» First of all let assume mas of chain hanging down is "m" while it's length is "l".Total length of chain "L" while total mass is "M".So from the given data we know that M is equal to 4kgtotal length=L=2ml = 60 cm = 0.6 m As we know that 1 meter=100cmThus we know thatm= I/L * Mm=(0.6/2 )* 4= 1.2kgIn order to findout the tension of strain the formula is =mg =1.2*10 = 12 Newtonwe know that the tension is equal to force required and 0.6 is actually the displacement because that part is hangingSo also we knowwork done= force*displacementnow as we have readings so just put the valueWork done = 12 * 0.6 = 7.2 JSo the work done in this case will be equal to7.2 J. |
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9. |
Two block of mass 3 kg and 6 kg respectively are placed on a smooth 1.0 m/shorizontal surface. They are connected by a light spring of force 3 kgconstant k 200 N/m. Initially the spring is unstretched. The indicatedzmvelocities are imparted to the blocks. The maximum extension of thespring will be:A30 cm(C) 20 cm2.0 mls(B) 25 cm(D) 15 cm |
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10. |
88. A piece of stone is thrown vertically upwards. It reaches the maximum height in 3 seconds. If the accelerationof the stone be 9.8 m/s directed towards the ground, calculate the initial velocity of the stone with which itis thrown upwards. |
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11. |
euiate the force of gravitation between them.38. A piece of stone is thrown vertically upwards. It reaches the maximum height in 3 seconds. If the accelerationof the stone be 9.8 m/s directed towards the ground, calculate the initial velocity of the stone with which itis thrown upwards. |
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12. |
From an elevated point A, a stone is projectedvertically upwards. When the stone reaches adistance h below A, its velocity is double ofwhat it was at a height above A. The greatestheight attained by the stone is 7. What is thevalue of n?nh |
Answer» Let the elevated point be P The value of n is 5, as per the final answer. |
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13. |
A stone is allowed to fall from the top of a tower 100 m high and at the same time another stone isprojected vertically upwards from the ground with a velocity of 25 m/s. Calculate when and where thetwo stones will meet. |
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14. |
A stone is thrown vertically upwards with a speed of 49 m/s. Then the velocity of the stone, one second before it reaches the maximum height is ?a) 4.9 m/sb) 9.8 m/sc) 13.6 m/sd) 19.6 m/s |
Answer» time t = (v-u )/a = (0-49)/(- 9.8) = 5 t’ = 5 – 1 = 4 v’ = u + at’ = 49 – (9.8) * 4 = 9.8 m/s. ∴ The velocity is 9.8 m/s. |
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15. |
17. A stone is allowed to fall from the top of a tower 100 m highand at the same time another stone is projected verticallyupwards from the ground with a velocity of 25 m/s. Calculatewhen and where the two stones will meet. |
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16. |
39.If S, represents displacement in the nth second for a particle moving along astraight line with constant acceleration 10 ms 2 and if initial velocity is 6ms,Si+Sa+S3+S4+........+Sio=A) 280 mB) 340 mC) 480 mD) 560 m |
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17. |
In projectile motion, if air resistance is ignored, thehorizontal motion takes place with(1) constant acceleration(2) constant velocity.(3) variable acceleration(4) constant retardation.27. |
Answer» cons tact velocity Therefore there will be noacceleration; the ball will move at a constant velocity. The same applies to aprojectile.If we ignore air resistancethen there will be no net force acting on theprojectilein thehorizontaldirection. ... The vertical component of aprojectileis acted upon by gravity. |
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18. |
When the velocity of body is variable, then(1) Its speed may be constant(2) Its acceleration may be constant(3) Its average acceleration may be constant4) All of these15. |
Answer» 4. all of these1. when object is moving on circular path.2. when object is in free fall3. when object is in Free fall |
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19. |
From the top of a tower 20 m high. A ball is thrown horizontally. If the line joining the point of projection to the pointwhere it hits the ground makes an angle of 45° with the horizontal, then the initial velocity of the ball is:A) 10 ms-110.B) 4 ms1C) 15 ms-1D) 3 ms-1 |
Answer» wrong answer shishter |
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20. |
14. A train starts from a station and moves with aconstant acceleration for 2 minutes. If it covers adistance of 400 m in this period, find theacceleration. |
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21. |
Umilorm cicular motion is called constant acceleration motion Sute True or Fa |
Answer» true.. In uniform circular motion, the direction of motion of the object keeps changing. Velocity changes with change in direction as it is vector and change in velocity means acceleration. Therefore uniform circular motion is accelerated motion. thank you |
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22. |
11. If air resistance is not considered in projectiles, the horizontal motion takes place with:A) constant velocityB) constant accelerationC) constant retardationD) variable velocity |
Answer» option A is the answer |
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23. |
The photoelectric threshold wavelength of silver is3250 x 10-10 m. The velocity of the electronejected from a silver surface by ultraviolet light ofwavelength 2536 × 10-10 m is (Given h-4.14 ×10-15 eVs and c = 3 × 108 ms-1) [NEET-2017](1) 6 x 105 ms-1(2) 0.6 x 106 ms-1(3) 61 x 103 ms-1(4) 0.3 x 106 ms-1 |
Answer» sisty eight |
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24. |
Example 3.3 Obtain equations of motionfor constant acceleration using method ofcalculus |
Answer» We know , acceleration is the change in velocity per unit time .e.g an instant time ; a = dv/dt a = dv/dt a∫dt = ∫dv now, integrate a.(t₂ - t₁) = v - u Let (t₂- t₁) = t then, at = v - u v = u + at ___ its a motion equation , _______________________________ now , v = u + at multiply both sides, with dt v.dt = u.dt + at.dt we know, v.dt = S { distance = speed * time } use this S = u(t₂-t₁) + a(t₂-t₁)²/2 hence, S = ut + 1/2at² ___motion, equation.______________________________now, S = ut + 1/2at² ___(1) v = u + atsquaring both sides, v² = u² + a²t² + 2uat v² = u² + 2a{ 1/2at² + ut } from eqn (1) v² = u² + 2aS ____motion equation, __________________________________or we know, v.dv/dx = a ∫v.dv = a∫dx integrate both sides, v² - u² = 2a( x₂ - x₁) Let ( x₂ - x₁) = S v² = u² + 2aS___motion equation |
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25. |
(d) A body of 10 kg mass is moving with a velocity of 15 ms 1. When a force is applied onit, its velocity becomes 35 ms after 10 s. Calculate the applied force.(e) Define kef and state its ronti |
Answer» Acceleration = (35-15)/10= 2m sec^-2F= ma= 10*2= 20 N |
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26. |
1) 502) 7525. A force acts on a particle of mass 200g. The velocity3of the particle changes from 15 ms to 25 ms in2.5s. Assuming the force to be constant, the magni-tude of force is1) 8N2) 0.8 N3) 0.08 N4) 80 N |
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27. |
Science-XII-2018Professors NotesBinding energy, E = Îmc2What is LED? Mention two of its applications.he |
Answer» Alight-emitting diode(LED) is asemiconductorlight sourcethat emits light whencurrentflows through it.Electronsin the semiconductor recombine withelectron holes, releasing energy in the form ofphotons. This effect is calledelectroluminescence. Light-emitting diodes areusedinapplicationsas diverse as aviation lighting, automotive headlamps, advertising, general lighting, traffic signals, camera flashes, lighted wallpaper and medical devices. |
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28. |
. What is thermite process? Mention its applications in daily life? (AS7) |
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29. |
State two applications of universal law of gravitation. |
Answer» 1.to calculate the force or pull of gravity of the planets of the earth, earth included.2)This law also comes in handy when calculating the trajectory of astronomical bodies and to predict there motion. |
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30. |
18.Three equal masses A, B, and C are pulled with aconstant force 'F. They are connected to each otherwith strings. The ratio of the tension betwecn ABand BC isC. |
Answer» Kindly replace P, Q and R with A, B and C. |
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31. |
Example 8.2 Three equal masses of m kgeach are fixed at the vertices of anequilateral triangle ABC.(a) What is the force acting on a mass 2mplaced at the centroid G of the triangle?(b) What is the force if the mass at thevertex A is doubled ?Take AG = BG = CG = 1m (see Fig. 8.5) |
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32. |
41Example 8.2 Three equal masses of m kgeach are fixed at the vertices of anequilateral triangle ABC.a) Whplaced at the centroid G of the triangle?(b) What is the force if the mass at thevertex A is doubled ?at is the force acting on a mass 2mTake AG-BG-CG-1m (see Fig. 8.5) |
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33. |
Take weights of five of your friends.Find out what their weights will be on themoon and the Mars. |
Answer» in comparison to weight on earth, weight on the Moon is about 1/6 of (weight on earth ) and 2/5 on Mars. So, a 100 kg person would weigh about 16 kg on the Moon (plus gear) and 40 kg (38 kg exactly) on Mars (plus gear). Let weight of five friends on earth .... Be.A=50kg B=30kg C=20kg D=60kg E=120kg.. (an assumption) So as we know that the weight on moon is 1/6th of the weight on earth.... Wm=1/6We [we is the weight on earth. And wm is the wieght on moon. ]So weight of friends on moon will be...A=1/6*50=8.3kgB=1/6*30=5kgC=1/6*20=3.3kgD=1/6*60=10kgE=1/6*120=20kg Now,weight of friends on mars will beA= 1/3*50 = 16.6 KgB= 1/3*30 10 KgC=1/3*20 =6.6 KgD= 1/3*60= 20 KgE =1/3*120 = 40 Kg please give me full information about this question |
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34. |
A body of mass 3 kg is under a constant force which causes a displacement 's' in metre in it, is given by the relation s= 1/3*t^2, where t is in seconds. Work done by the force in 2 second is |
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35. |
A body of mass 3 kg is under a constant force which causes a displacement 's' in metre in it, is given by the relation s=1/3 t^2, where t is in seconds. Work done by the force in 2 second is |
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36. |
5. Three equal masses P, Q and R are pulled with a constantforce F. They are connected to each other with strings. Theratio of the tension between PQ and QR is:Fig: 2 |
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37. |
when 5 coulomb charge does in a wire for five minute then calculate the current ? |
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38. |
WORK DONE BY A CONSTANT FORCE |
Answer» Ans :- When aforceacts on an object over a distance, it is said to havedone workon the object. Physically, thework doneon an object is the change in kinetic energy that that object experiences. |
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39. |
set-up shown, a 200 N block is supported5949SEX WinniIn the set-up shown, a 200in equilibrium with the help of stringsall knotted at ponit O. Extension in the spring is4 cm. Force constant of the spring is closest to(g = 10 m/s)Q37°530700000000200 N(2) 2500 N/m(4) 4000 N/m(1) 30 N/m(3) 3000 N/m |
Answer» (3) is correct option |
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40. |
Using a horizontal force of 200 N, we intend to move a wooden cabinet across a floor at a constant velocity, what is the frictional force that will be exerted on the cabinet? |
Answer» Since, ahorizontal force of 200Nis used to move a wooden cabinet, thus a frictionforce of 200Nwill be exerted on the cabinet. Because according to third law of motion, an equal magnitude offorcewill be applied in the opposite direction |
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41. |
gyluncn,Iitiszeroatorigin.F-5. The potential energy function for a particle executing linear simple harmonic motion is given by Uoo2where k is the force constant. For k = 0.5 N m the graph of U(x) versus x 's shown in figure. Show that aparticle of total energy 1 J m oving under this potential turns back, when it reaches x = ± 2m.U(x)2-2m-1mx=0+1m+2m |
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42. |
5.In SHM restoring force is F= kx, where k is force constant, x is displacement and A isamplitude of motion, then total energy depends upon :(A) k, A and M(B) k, x, M(C), A(D) k, x |
Answer» option d is correct (d) is the right answer answer is C ) k,A because these determines the force along with the amplitude of the motion on the object option d answer right d is the right answer..... Option c is the right answer c....... ...........is the answer The key concept is that they are asking about the TOTAL ENERGY. Correct option is (c). See proof below. option B) is the correct answer option d is the correct answer option A ) is the correct answer the answer coild be option a |
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43. |
10.A 5 coulomb charge experiences a constant force of 2000 N when moved between two pointsseparated by a distance of 2 cm in a uniform electric field. The potential difference betweenthese two points is:(A) BV(B) 200 V(C) 800 V (D) 20,000 VRCISE |
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44. |
An elastic string of unstretched length 'L'&force constant 'K' is stretched by a smalllength 'x' it is further stretched by smalllength 'y'. The work done in second stretchingis |
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45. |
(3x4-12)Q.12. Using calculus method derive the formula given below for linear motionQ.12. Using calculus method derive the formula given below for lis- ut +hat, wheres distanceu- initial velocityt timea Acceleration |
Answer» Consider an object which has travelled displacement s in the time t under uniform acceleration a.Let intial velocity of the object be u and the final velocity v.s=1/2t(u+v)-1from the veocity relationv=u+at -2substitute 1 in 2s=1/2t(u+u+at)=1/2t(2u+at)s=ut+1/2at^2 ty |
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46. |
A truck starts from rest and rolls down a hillwith constant acceleration. It travels a distanceof 400 m in 20 s. Find its acceleration,Find theforce acting on it if its mass is 7 metric tonnes.fud it cceleration by using the |
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47. |
Q.12. Using calculus method derive the formula given below for linear motions- ut +hat, wheres distanceu initial velocityt timea Acceleration |
Answer» Consider an object which has travelled displacement s in the time t under uniform acceleration a.Let intial velocity of the object be u and the final velocity v.s=1/2t(u+v)-1from the veocity relationv=u+at -2substitute 1 in 2s=1/2t(u+u+at)=1/2t(2u+at)s=ut+1/2at^2 |
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48. |
Q.7. Using dimensional analysis method checktheaccuracyoftheformula:-tsv2#u2+2as, wherev- Final velocityu - Initial velocitya Accelerations distancein nature Ge a hrief description of |
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49. |
The period of oscillation of a simple pendulum depends on its length (1), mass of the bob (m) andacceleration due to gravity (g) . Derive the expression for its time period using method ofdimensions.inguniformly in a circle denends upon its mass |
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50. |
A man has to go 50 m due north, 40 m due east and20 m due south to reach a field. (a) What distance hehas to walk to reach the field? (b) What is hisdisplacement from his house to the field?1. |
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