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13701.

A man walks on a straight road from his home to a market 2.5 km away with aspeed of 5 km h. Finding the market closed. he instantly turns and walks backhome with a speed of 7.5 km h. What is the(a) magnitude of average velocity, and(b) average speed of the man over the interval of time (i) 0 to 30 min, (ii) 0 to50 min. (ili) 0 to 40 min ? INote: You will appreciate from this exercise why itis better to define average speed as total path length divided by time, and notas magnitude of average velocity. You would not like to tell the tired man onhis return home that his average speed was zero ]

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13702.

bone wirth a speedon a straight road from his home to a market 2.5 km away withspeed of 5 km h-1. Finding the market closed, he instantly turns and walks baAmanwalkshome with a speed of 7.5 km h", What is the(a) magnitude of average velocity. and(b) average speed of the man over the interval of time () 0 to 30 min, () o50 min. (il) 0 to 40 min? INote: You will appreciate from this exercise whyis better to define average speed as total path length divided by time, andas magnitude of average velocity. You would not like to tell the tired manhis return home that his average speed was zero 11

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13703.

consider bhe-dimensionalmotion onlyl.LAA man walks on a straight road from his home to a market 2.5 km away with aspeed of 5 km h1. Finding the market closed, he instantly turns and walks backhome with a speed of 7.5 km h. What is the(a) magnitude of average velocity, and(b))average speed of the man over the interval of time () 0 to 30 min, (ii) 0 to50 min, (ii) O to 40 min ? [Note: You will appreciate from this exercise why itis better to define average speed as total path length divided by time, and notas magnitude of average velocity. You would not like to tell the tired man onhis return home that his average speed was zero l

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13704.

2. If an atom contains one electron and one proton, will it carry anycharge or not?

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13705.

b) An object has started its matianover a circ was path radi wa tano.From Point A. It after a mer comesback to Point AgalculateI total distance tesavelledal total displacement of the objects

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repeat the question please

the distance is 49m and the displacement is 24.5m

13706.

A velocity-time graph for a moving object is shownbelow. What would be the total displacement duringtime t 0 to 6s?5 6 7 8 9 10

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The answer is.-0 m displacement....

can you explain it

13707.

(xv) The period of GPS satellite is .......(a) 6 hoursno(c) 24 hours(b) 12 hours(d) 48 hours

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12 hours is the correct answer

Eachsatellitein theGPSconstellation orbits at an altitude of about 20,000 km from the ground, and has an orbital speed of about 14,000 km/hour (the orbitalperiodis roughly 12 hours - contrary to popular belief,GPS satellitesare not in geosynchronous or geostationary orbits).

12 hours is the right answer

Correct answer is. 12 hours

12 hours is the correct answer

13708.

\begin{array} { l } { \text { A motorist drives north for } 35.0 \text { minutes at } } \\ { 85.0 \mathrm { km } / \mathrm { h } \text { and then stops for } 15.0 \text { minutes. } } \\ { \text { He next continues north, travelling } 130 \mathrm { km } } \\ { \text { in } 2.00 \text { hours. What is his total displacement } } \\ { \text { 1) } 85 \mathrm { km } \text { 2) } 179.6 \mathrm { km } \text { 3) } 20 \mathrm { km } \text { 4) } 40 \mathrm { km } } \end{array}

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Option (2) is correct.

13709.

1. A motor car is going due north at a speed of 50 km/h.It makes a 90° left turn without changing the speedThe change in the velocity of the car is about

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13710.

LIIIly source transformation technique to find out current flowing through2 X 5 = 107. a) Apply source transformation technie47 ΚΩ resistor5 kΩwsvx 347 kN1 ma

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96mA is the right answer..

13711.

7. Ablock of mass m, is kept over another block of mass m, and the systam rests on a horizontai surface (aOCshown in figure) A constant horizontal force 2F acting on the lower block produces an accelerationof the system, the two blocks always move together. (a) Find the coefficient of kinetic friction between thebigger block and the horizontal surface (b) Find the frictional force acting on the smailer block. (c) Find thework done by the force of friction on the smaller block by the bigger block during a displacement x of thesystem2F

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tqq

13712.

A pump on the ground floor of a building can pumpup water to fill a tank of volume 30 m3 in 15 min. Ifthe tank is 40 m above the ground, and the efficiencyof the pump is 30%, then how much electric poweris consumed by the pump? (Take g 9.81 m/s)A. 100 kWC. 50.60 kW21.B. 43.60 kWD. 87.20 kW

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thnk u so much plz give sol. of my other physics questions that the request

13713.

2TwospringsAandB(k,2k)arestretchedbyapplyingforces of equal magnitudes at the four ends. If the energystored in A is E, that in B is(a) E/22E(c) E(d) E/4.8

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13714.

A particle is projected from a horizontal plane with a velocity of 8√2 metre per second at some angle. if its velocity at the maximum point is find to be 8 metre per second. find its range

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The initial velocity is v =8√2 m/s.

and we know that Velocity at max. point is Vcosθ so Vcosθ = 8 => 8√2cosθ = 8 => cosθ = 8/8√2 = 1/√2 therefore θ = 45° now. range is u²sin2θ/g = (8√2)²sin(2*45)/10 = 8*8*2/10 = 128/10 = 12.8m

13715.

28 /electrons3.number of electroTS SLIKIH y lile larger per second-electediameter of a copper wire is 2 mm, a steady current of 6.25 A is generated by 8.5 X 10^/mflowing throught it. Calculate the drift velocity of conduction electrons.15 minutos Silor con

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I = neAVV=I/neAV= (6.25)/(8.5x10^28xπ(2x10^3)^2x1.6x 10^(-19))solve and get the answer

13716.

9.15,ABCD is a parallelogram, AE L DCCFI AD. lf AB = 16cm, AE = 8 cm andh FigCF= 10cm. find AD.

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13717.

Which of the above property/properties ofelectric bulb?Tungsten made it a suitable material for the filament of an(a) , Il and Il(b)Il and Ill(c) Only IlI(d) II, IlI and IV

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Puretungstenhas some amazing properties including the highest melting point (3695 K), lowest vapor pressure, and greatest tensile strength out of all the metals.Because of these properties it is the most commonlyusedmaterial for light bulb filaments

thanks😀😁😂

13718.

→4. Three vectors a, Ř are such that thePHQUIRIE VIPI and P+Q+R=0. Theangle between P and 2 and Ř and P andR will be respectively. -(A) 90°, 135, 135 (B) 90°, 45°, 45°(C) 45°, 90°, 90° (D) 45°, 135, 1350

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option a is the correct answer of the given question

answer of this question is (c)

13719.

18. A particle is executing S. H. M. Its total energy is E. Calculate its P14E. and K. E. when the displacement is half of the amplitude.

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This is just a formulatotal energy of a particle executing shm is TE = 1/2 M(ω)^2 A^2

13720.

A tank 5 m high is half filled with water and then isfilled to the top with oil of density 0.85 g/cm3. The pres-sure at the bottom of the tank due to these liquids is(a) 1.85 g/cm2(c) 462.5 g/cm2(b) 89.25 g/cm2(d) 500 g/cm2

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13721.

An Ore on heating, it produces SO2. Which process would you suggest for its concentration? Describe briefly any two steps involved in the extraction of the metal.

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13722.

(135)2. Fill in the following blanks:(a) An ideal operating characteristic curve looks like a

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it also be look like a curve

13723.

Energyof484isspentinincreasingangularspeedofatywhelfrom60rpm to 360rpm. Calculate the moment of inertia of the wheel.[Ans:t nl ithout change in

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SINCE 484J ENERGY IS SUPPLIED TO IT. THEN CHANGE IN ROTATIONAL KINETIC ENERGY IS EQUAL TO ENERGY SUPPLIED TO IT.SOLUTION: (1/2)IWF2 – (1/2)IWi2 = 484 (WHERE WF AND WI ARE INITIAL AND FINAL ANGULAR VELOCITIES)WI = 6 RAD/SWF = 37 RAD/SHENCE PUTTING THE VALUES(1/2)I(37*37)-(1/2)I(6*6)= 484684.5I-18I = 484HENCE MOMENT OF INERTIA= 0.72

13724.

OInoWhat is the major difference between the simple alternator and most practical alternators ?

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13725.

1. Write Newton's third law of motion. Explain it with various6. lpractical examples.nd (prove it

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Newton's third law:If an object A exerts a force on object B, then object B must exert a force of equal magnitude and opposite direction back on object A.

This law represents a certain symmetry in nature: forces always occur in pairs, and one body cannot exert a force on another without experiencing a force itself. We sometimes refer to this law loosely as action-reaction, where the force exerted is the action and the force experienced as a consequence is the reaction.The swimmer pushes against the pool wall with her feet and accelerates in the direction opposite to that of her push. The wall has exerted an equal and opposite force back on the swimmer. You might think that two equal and opposite forces would cancel, but they do not because they act on different systems. In this case, there are two systems that we could investigate: the swimmer or the wall. If we select the swimmer to be the system of interest, as in the image below, thenF_{t{wall on feet}}Fwallonfeet​F, start subscript, w, a, l, l, space, o, n, space, f, e, e, t, end subscriptis an external force on this system and affects its motion. The swimmer moves in the direction ofF_{wall on feet}}Fwallonfeet​F, start subscript, w, a, l, l, space, o, n, space, f, e, e, t, end subscript. In contrast, the forceF_{{feet on wall}}Ffeetonwall​F, start subscript, f, e, e, t, space, o, n, space, w, a, l, l, end subscriptacts on the wall and not on our system of interest. ThusF_{feet on wall}}Ffeetonwall​F, start subscript, f, e, e, t, space, o, n, space, w, a, l, l, end subscriptdoes not directly affect the motion of the system and does not cancelF_{{wall on feet}}Fwallonfeet​F, start subscript, w, a, l, l, space, o, n, space, f, e, e, t, end subscript. Note that the swimmer pushes in the direction opposite to that in which she wishes to move. The reaction to her push is thus in the desired direction.

13726.

514.[Ans. +30uC and -6°C]Two identical conductingspheres of asmall radius are charged and placed 25 cmapart. It is observed that they attract eachother with a force 1728 N. The spheresare now connected by a thin conductingwire and the wire is then removed. It isobserved that the spheres now repel eachother with a force 10.576 N. Find the initialcharges on the spheres.[Ans. 6x10°C and -2 * 10c]

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13727.

TRAIGHT LINEFigure 3.25 gives a speed-time graph ofa particle in motion along a constantdirection. Three equal intervals of timeare shown. In which interval is theaverage acceleration greatest inmagnitude? In which interval is theaverage speed greatest ? Choosing thepositive direction as the constantdirection of motion, give the signs of vand a in the three intervals. What arethe accelerations at the points A, B, Cand D?2Fig. 3.25al Exercisesluntor uniformly with 1 m s2 or

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13728.

2. Is it possible to add two vectors of unequal magnitudesand get zero? Is it possible to add three vectors of equalmagnitudes and get zero?

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13729.

Shows velocity-time graph for various situations. Whatdgraph indicate?(vi)

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1 velocity constant therefore acceleration is zero 2acceleration is constant3 acceleration is decreasing with time 4 acceleration is constant 5 acceleration is increasing with time

13730.

-4) Plotting a graph for momentum on theX-axis and time on Y-axis. slope of momen-tum-time graph gives

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the slope of the graph gives acceleration of the object

13731.

You have 5 cows,2 dogs and 1 cat.How many legsdo you have?

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5 cows ke total leg h 29and 2 dogs ke total 8 hand 1 cat ke 4 h total mila ke hote h 32

13732.

28. The position(x) - time () graph of a body of mass 2 kg is shown in figure. If impulse on the bodyatt2sis-10 kg m/s, then value of xo is(a) 10 m(b) 2.5 m(c) 5 m(d) 7.5 mx (m)txo

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given impulse at t = 2sec is -10 kgm/s

also impulse = mv = 2*v

so velocity is = 10/2 = 5 m/s

now x° = v*t = 5*2 = 10m

option A

13733.

NSNS

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option C is correct..

magnetic lines.. will always start from N and end to S. and it won't intersect with each other.

13734.

Draw the pattern of magnetic field lines produced around a currentcarrying straight conductor passing perpendicularly through a horizontalcardboard. State and apply right-hand thumb rule to mark the directionof the field lines. How will the strength of the magnetic field change whenthe point where magnetic field is to be determined is moved away fromthe straight conductor? Give reason to justify your answer.

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Right hand thumb rule: When holding thecurrent-carrying straight conductor inyourright handsuch that thethumbpoints towards thedirectionof thecurrent, the finger of theright handwrapsaroundtheconductor inthedirection of the field linesof themagnetic field.

13735.

- Magnetic field lines always remain in(1) Zig-zag lines (2) Straight lines(3) Closed loops (4) Hyperbolic

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Answer:3)Closed loops

Magnetic field lines are continuous, forming closed loops without beginning or end. They go from the north pole to the south pole

answer no (3) closed loops

Magnetic field always Closed loops

closed loop ..........................

13736.

2. Explain giving scientific reasons.a. The roof of a movie theatre and aconference hall is curved.

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The roof of the movie theater as well as the conference hall are intentionally made curved . This is done so that the sound produced can be reflect from the roof parts and also from the walls so that the sound produced can be reached in all part of the theater or the conference hall.

13737.

A particle starts moving from rest under uniformacceleration. It travels a distance 'x' in the first twoseconds and a distance 'y' in the next two seconds. Ify=nx, then n=121 222 33 424

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13738.

A particle starting from rest travels a distance x in first 2seconds and a distance y in next two seconds, then

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here a particle start from rest so initial velocity=0 and travel a distance x time=2seconds and a distance y in=?

13739.

12. The adjoining curve represents the velocity-time graph of a particle, its acceleration values along OA, ABand BC in metre/sec2 are respectively(B) 1, 0, 0.5(D) 1, 0.5,0-tari, o,-0.5G 1020 30 40Time (sec)10

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13740.

3. A stone falls freely under gravity. It covers distanceshi he and h, in the first 6 s. the next 5 and the next5 s respectively. The relation between hand,(a), - 2 - 3-3h and 30

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can u send this pic clearly to my whatsapp num...8610381447

13741.

31) A gun fires two bullets at 60o and 30° withhorizontal. The bullets strike at some horizontaldistance. The ratio of maximum height for the twobullets is in the ratio

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The angles of two bullets from horizontal is 60 and 20 degrees and their velocity is also same. So, the height of two bullets is inthe ratio of their angles.Therefore,Height for the two bullet is in ratio 60 :30 = 2 : 1

13742.

3) constant(4) none of theseA stone weighing 3 kg falls from the top of a tower 100 m high and buries itself 2 m deep in the sand.The time of penetration is(1) 0.09 sec(2) 0.9 sec(3) 2.1 sec(4) 1.3 sec

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Given :m = 3 kg

u = 0h = 100 mg = 9.8 m/s²

Using 3rd equation of motion :v² - u² = 2gh

v² - 0² = 2 (9.8) 100v = 2√490

v = 14√10 m/s

Now, during penetration :u = 14√10 m/sv = 0S = 2 ma = ?t = ?

Using 3rd equation of motion; v² - u² = 2aS

0² - (14√10)² = (2) a (2)4a = -1960a = -490 m/s²

Now, using 1st equation is motion ;v = u+at0 = 14√10 + (-490)tt = 14√10/490t = 0.0903 sec

(1) is correct option

13743.

A metallic sphere weighing 3 kg in air is held by astring so as to be completely immersed in a liquid ofrelative density 0.8. The relative density of metallicis 10. The tension in the string is(1) 18.7 N(3) 32.7 N(2) 42.5 N(4) 27.6 N

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13744.

2. A machine gun has a mass of 20 kg. It fires 35 g bullets at the rate of 4 bullets per second, with aspeedof400ms . What force must be applied to the gun to keep it in position? 6

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Here,Mass Of Machine Gun(m)= 20kg

Mass of each Bullet, (M)=35g=0.035kg

Velocity Of Bullet(v)=400m/s

No.Of Bullets/sec=4

Force required = rate of change of linear momentum of bullets=n(mv)/t

=4×(0.035×400)/1=56N

13745.

3.A planet of mass mmoves around the sun of massin an elliptical orbit. The maximum and minimumdistances of the planet from the sun are r, and r2respectively. The time period of the planet isproportional to(2) r23/2(4) (r,-12)32(3) (, 2)321 2

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Given the perihelion = r2 = shortest distance of a planet from Sun aphelion = r1 = longest distance of planet from Sun mass of planet = m. mass of Sun = M

So the length of the major axis of the Elliptical orbit of the planet = r1 + r2.

Semimajor axis = R = (r1 + r2)/2.

According to Kepler's laws:

The square of time period T of a planet revolving around Sun is proportional to the cube of semi major axis R of the elliptical orbit of the planet.

T² ∞ R³ T∞R³/² T ∞ [r1 + r2] ³/² Answer.

Actual value of the time period is given by:

13746.

6. When sound waves travelling in air enter into water, the following remain constant:(a) Amplitude(c) Wavelength(b) Frequency(d) Velocity

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Option b)FrequencySound is propagated in the form of longitudinal waves. When sound travels from one medium to another medium the wavelength and velocity remains changed and the frequency remains unchanged.The velocity of sound in the given medium is obtained byv=nW, where "n" is the frequency of sound and "W" is its wavelength in that medium. Velocity of sound is directly proportional to the wavelength.Thus, if the velocity of sound wave doubles when travelled from one medium to another medium then its wavelength also doubles.The frequency of sound depends on the source of the sound, not the medium of propagation .Hence the frequency does not change when travelled from air to water.

13747.

20 : A bullet weighing 10 N is fired with a velocity of 50 m/sec. from a gun weighing 1000 N. Find thevelocity with which the gun recoil.

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Recoil velocity = - mass of the bullet*Velocity of the bullet/Mass of the gun=-10*50/1000=-0.5m/s

13748.

A machine gun fires 240 bullets per minute with a velocity 80 m s'. If the mass of each bullet is 0.04 kg.than calculate the power of the gun. (Ans. 1024 W)

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Power = force × velocity = mnv × v = mnv^2 Substitute the values = 0.04× 240/60 ×80 ×80 =1024Watt

13749.

A gun weighing 10 kg fires a bullet of 30g with avelocity of 330 m/s. With what velocity does thegun recoil? What is the combined momentum ofgun and bullet before firing and after firing?

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Momentum of the bullet equals the momentum of the gun.

Momentum equals to :

Mass × Velocity

We substitute into the formulae and get :

0.03 × 330 = 10 × V

9.9 = 10V

V = 0.99 m/s

Momentum before firing is zero since both the gun and the bullet are at rest and their velocities are zero.

Momentum after firing is equal to momentum of the gun plus the momentum of the bullet which are equal and opposite.

This is therefore :

330 × 0.03 × 2 = 19.8Kgm/s

you copy pasted it from brainy website

13750.

State Newton's 3rd Law of Motion Explain(0) Why a gun recoils back(ii) How boat is pushed back when a manumps iron the boat.

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Newton's third lawis: For every action, there is an equal and opposite reaction.

Agun recoilswhen a bullet isfiredfrom it: When a bullet isfiredfrom agun, thegunexerts a force on the bullet in the forward direction. This is the action force. The bullet also exerts an equal force on thegunin the backward direction. This is the reaction force.