Explore topic-wise InterviewSolutions in .

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.

2301.

37. Out of a solid, liquid and gas of the same mass and at the same temperature, which one has the greatest internaienergy and which one least? Justify

Answer»

The molecules in a gas are the most energetic. Due to weak intermolecular forces, the particles of a gas are free and possess most kinetic energy. A solid is rigid. Due to srong intermolecular forces of attraction, the particles of a solid are held tightly together and have the least kinetic energy.

2302.

2. Who is telling lies?a. Light year is used to measure time.

Answer»

The statement is false. Light year is used to measure large distances in space.

2303.

d. Explain why rails have gaps at specificdistances.cathe

Answer»

Rails have gap at specific distance because in summer season the heat of Sun may cause the rails to expand and if they do not have gap they will try to overlap each other and this may cause real accident

2304.

Brainbridge mass spectrometer- Determination of isotopic masses

Answer»
2305.

36. Figure (3-E8) shows a 11 7 ft wide ditch with theapproach roads at an angle of 15° with the horizontal.With what minimum speed should a motorbike bemoving on the road so that it safely crosses the ditch11.7 ft15°Figure 3-E8

Answer»
2306.

A man weighing 60 kg climbs up a stair case carrying a 20 kg load on his head. The stair case has20 steps and cach step has a height of 20 cm. If he takes 10 sec to climb, calculate the powerdelivered by man.

Answer»
2307.

73. A man A of mass 80 kg runs up astaircase in 12 seconds. Another man B of mass 60 kg runs up the samesiaircase in 11 seconds. The ratio of powers of A and B is(2) 11 19(3) 12 11A4t Nono,of thesehing daliug constant nower The distanmed by the bod

Answer»

please post my soon

2308.

A 60kg man is inside a lift which is moving upwith an acceleration of 2.45 ms2. The appar-ent percentage change in his weight is,72.

Answer»

apparent change in weight = pseudo force = 60*2.45 = 147N

2309.

1. In the problem shown below, the mass of man is M. The weight of the man as registered by weighing machine vwillbeassuming that the weighing machine, man and wedge all are stationary.2(1) Mg sin θ(3) Mg tan θ(2)Macos θ(4) of these

Answer»

weight is equal to reaction force

Mg cost(option 2). as normal is the weight of the body so which acts perpendicular to the plane which is shown in fig.

Mg cost(option 2). as normal is the weight of the body so which acts perpendicular to the plane which is shown in fig.

As normal = mgcosx so weight registered will be mgcosx

2310.

2 When a boy weighing 20 kgf sits at one end of a 4 mlong see-saw, it gets depressed at this end. How can itbe brought to the horizontal position by a manweighing 40 kgfAns. If the man sits at a distance 1 m from the centreon the side opposite to the boy.

Answer»

Let man sits at position x from centreso 20 ×2 = 40 ×xx =1m away from centre

2311.

)In 1.0 s, a particle goes from point A to point B,moving in a semicircle of radius 1.0 m. Themagnitude of the average velocity is

Answer»

Displacement = Shortest Distance between initial and final position.

When it travels a semicircular path then it’s displacement is equal to diameter of circle i.e 2r

Therefore displacement = 2 x 1 m = 2 m

Average velocity = Displacement / Time= 2 /1 = 2 m/s

Average velocity of particle is 2 m/s

2312.

4.10Ω(a) If potential at point A' is 5V and at point B is 3V-B (b) If potential at A and B is 5V(c) If potential at A is 10V and at B is-2Vfind the current in each case.

Answer»
2313.

21. The volume of 50 g of a substance is 20 cm. If the density ofwater is 1 g cm. will the substance float or sink?

Answer»
2314.

A boat 3 m long and 2 m wide is floating in a lake. When a man climbs over it, it sinks 1 cmfurther into water. The mass of the man is:1) 60 kg2) 64 kg3) 70 kg4) 72 kg

Answer»

Volume of water displaced = 300cm*400cm*1cm = 60000cm^3We know that density of water is 1gm/cmAgain Mass = Density*Volume = 60000*1 gmMass of displaced liquid = 60000gm = 60 kgUsing Archimedes Principal we know weight of displaced liquid = weight of floating body.

2315.

5. An object of mass 5 kg is dropped from a height of 10 m. Find its kinetic energy, when it is half waydown.

Answer»

Ft

2316.

13. Find the weight of a 80 kg man on thesurface of the moon? What should be hismass on the earth and on the moon?(Take, ge 9.8 m/s2 ,g 1.63 m/s2)

Answer»

Mass of the person = 80 kgit is same on the Earth as well as on the Moon.

weight (force ) of the person on Earth = 80 kg wt = 80 kg * ge = 784 Newtons

weight of the person on the Moon = 80 kg * gm = 130.4 Newtons

Weight of the person on earth is 784 Nweight on moon is 130.67 NHis mass remains the same on Earth and Moon.

2317.

37.I he mass of sun is 2 × 1030 kg and the mass of earth is 6 × 1024 kg. If the average distance between the sunand the earth be 1.5 x 10° km, calculate the force of gravitation between them

Answer»
2318.

The mass of sun is 2 x 1030 kg and the mass of earth is 6 x 1024 kg, If the average dislance between the sunand the earth be 1.5 x 108 km, calculate the force of gravitation between themrdi It rearhes the maximum height in 3 seconds. If the acceleration

Answer»
2319.

Calculate the force of gravitation between theearth and the sun given that the mass of theearth-6x 10 kg and of the sun 2x10 kgThe average distance between the two 191.5x 10" m.

Answer»
2320.

(9) A string of length 0.5 m carries a bob with aperiod V2s. Calculate angle of inclination ofstring with vertical and tension in the string.

Answer»

for equilibirium, mω²r = mgcosAwhere,ω is angular velocity , m is the mass of bob , r is the radius of circular motion and A is theangle of inclination of bob with vertical. we know, ω = 2π/T , here T is time periodso, m{2π/T}²r = mgcosA⇒ T = 2π√{r/gcosA} now, put r = 0.5m , T = 2π secso, 2π = 2π√{0.5/10cosA}⇒1 = 1/20cosA⇒ cosA = 1/20so, A = cos⁻¹(1/20)hence, angle of inclination = cos⁻¹(1/20)

2321.

are in motion. The motion of A as seen by B is with speed v towards north - east. They C is with speed v towards the north-west. Then as seen by A, C will be moving towards. Three ships A, B & Cmotion of B as seen b(A) north(B) south(C) east(D) west

Answer»
2322.

Q 3. Drive the three equations of motion with help of V - t graph

Answer»

Let the initial velocity of the object = u

Let the object is moving with uniform acceleration, a.

Let object reaches at point B after time, t and its final velocity becomes, v

Draw a line parallel to x-axis DA from point, D from where object starts moving.

Draw another line BA from point B parallel to y-axis which meets at E at y-axis.

Let OE = time, t

Now, from the graph,

BE = AB + AE

⇒ v = DC + OD (Since, AB = DC and AE = OD)

⇒ v = DC + u (Since, OD = u)

⇒ v = DC + u ------------------- (i)

Now, Acceleration (a)=Change in velocityTime taken=Change in velocityTime taken

⇒a=v−ut

⇒a=OC−ODt=DCt

⇒at=DC⇒

By substituting the value of DC from (ii) in (i) we get

v=at+u

⇒v=u+at

Above equation is the relation among initial vlocity (u), final velocity (v), acceleration (a) and time (t). It is called first equation of motion.

Equation for distance –time relation

Distance covered by the object in the given time ‘t’ is given by the area of the trapezium ABDOE

Let in the given time, t the distance covered by the moving object = s

The area of trapezium, ABDOE

Equation for Distance Velocity Relation: Third equation of Motion:

The distance covered by the object moving with uniform acceleration is given by the area of trapezium ABDO

Therefore, Area of trapezium ABDOE

2323.

A boy weighing 350 N climbs up 20.esteps each door high in 1 minute.calculate :- (1 the work done2) the pouler spent-

Answer»

Weight = 350 NHeight = height of one step x no. of steps = 0.2 x 30 = 6 mWork done = P.E = mghWork done = 350 x 6 = 2100 JPower = Work done/Time = 2100/60 [ 1 min = 60 sec.] = 35 W

2324.

What is parallax? Explain.

Answer»

Parallax is a displacement or difference in the apparent position of an object viewed along two different lines of sight, and is measured by the angle or semi-angle of inclination between those two lines

2325.

Sample Problem 4. How much would a 70 kg man weigh on the moon? What would be his masonthe earth and on the moon ? (Acceleration due to gravity on moon = 1.63 m/s)

Answer»
2326.

parallax angle or parallactic angle. (S

Answer»

Theparallax angleis theanglebetween the Earth at one time of year, and the Earth six months later, as measured from a nearby star. Astronomers use thisangleto find the distance from the Earth to that star..

2327.

give examples of sinks or float class 9

Answer»

Items made of plastic or paper generally float.Metal items sink.I hope this is what you are looking for.

2328.

I parallactic second to meter?

Answer»

It is the unit of distance. Parallactic second is nothing but what we call “Parsec” .1ps =3.08567758x10^16 metres

2329.

1 parallactic second to meter ?

Answer»
2330.

A coolie X carrying a load on his head climbs up a slope and another coolie Y carrying the identical load on his head moves the same distance on a frictionless horizontal platform. Who does more work. Explain the reason?

Answer»
2331.

A 16 kg block moving on a frictionlesshorizontal surface with a velocity of 4 m/scompresses an ideal spring and comes to rest.If the force constant of the spring be 100 N/m,then the spring is compressed by(1) 1.6 m (2) 4 m (3) 6.1 m (4) 3.2 m

Answer»

1/2 kx2= 1/2 mv2

1/2 X 100 X x2= 1/2 X 16 X (4)2

50 X x2= 256/2

x2= 128/50

x2= 2.56

x = 1.6

so, the spring is compressed 1.6 m

2332.

calculate the force requires to move a stationery object of mass 3 know from rest to velocity at 8 meter per second in 2 second

Answer»
2333.

Draw the image of the letter 'B' as formed by letter 'B' as formed by a plane mirror placed on the right side of 'B'

Answer»

i am not clear with your answer sorry please sent again

2334.

A body is acted upon by a force, state two conditions when work done is zero.

Answer»

(1) The force must not cause displacement in its own direction. (2) The force must act at right angle to direction of displacement.

2335.

A car moves with speed 60 km/h for 1 hour in eastdirection and with same speed for 30 min in southdirection. The displacement of car from initial(position is(1) 60 km(2) 30 3 km(3) 30/5 km(4) 60/2 km

Answer»

Given: speed = 60km/hrTime (t1)= 1hr , time(t2)=30min= 30/60= 1/2 hr

Distance travelled by a car in East direction(s1)= speed× t1 = 60× 1= 60km

Distance travelled by a car in south direction(s2)= speed× t1 = 60×1/2= 30 km

Displacement from intial position(s)= √(s1)²+(s²)²= √ (60)²+(30)²= √3600+900= √900(4+1)= 30√5 Displacement= 30√5km_____________________________The displacement of car from initial position is 30√5km

2336.

Two persons just manage to push a block from leftto right direction along a horizontal level road withuniform velocity. When the same block is pushedby three persons in same direction a constantacceleration of 0.2 ms2 is produced in the block. Ifthe five persons push the block in same directiontogether, then the magnitude of acceleration of theblock will be [Assume that each person applies theforce equal in magnitude).

Answer»
2337.

Two persons just manage to push a block from leftto right direction along a horizontal level road withuniform velocity. When the same block is pushedby three persons in same direction a constantacceleration of 0.2 ms2 is produced in the block. Ifthe five persons push the block in same directiontogether, then the magnitude of acceleration of theblock will be [Assume that each person applies theforce equal in magnitude]

Answer»
2338.

State two favaurable conditions for formation of dew

Answer»

Dewforms when the radiational cooling of objects near or on the ground also cools the shallow layer of air that comes in contact with them, causing the condensation of some water vapor.

Dew forms when the radiational cooling of objects near or on the ground also cools the shallow layer of air that comes in contact with them, causing the condensation of some water vapor. The atmosphere supplies most of the water vapor, but some also can diffuse up through the soil and condense on the ground. The temperature at which condensation begins is termed the dew point. The best conditions for dew formation are high humidity in the lowest layers of air and the absence of a strong wind, which would create a larger, more homogeneous layer ofair.

2339.

ul TNu Gvng reasohDefine the unit of force using the second law of motion. A force of SN produces an acceleration of8.Sm/s on a mass mi and an acceleration of 24 m/s on a mass m. What acceleration would the sameforce provide if both the masses are tied together?

Answer»

Forceis the rate of change in momentum. Hence theunit of forceis theunitof rate of change in momentum. In SI system ofunits,unit of forceis kg.m/s^2.(unitof rate of change of momentum).

2340.

3) In head on collision of two bodies, derive the ex-pressions for the velocities of the bodies in terms oftheir masses and velocities before collision.

Answer»
2341.

What is the force of attraction between twobodies of masses 2 kg and 5 kg separated bya distance of 0.4 m.

Answer»

4×10^-10 N

Any diagram provided?

No

what is the answer sandip

2342.

Two masses of 5g and 10g are moving with equal kineticenergies, then the ratio of their velocities will be:89.

Answer»
2343.

Two objects having equal masses are moving with uniform velocities of 2 m/s and 6 m/s respectivelCalculate the ratio of their kinetic energies..

Answer»

can u please explain me once again

thank u i understood

2344.

Find the momentull l a Dbu32. Two objects having equal masses are moving with uniform velocities of 2 m/s and 6, Calculate the ratio of their kinetic energies.respe

Answer»
2345.

1. The component of a vector is1) Always less than its magnitude(2) Always greater than its magnitude(3) Always equal to its magnitude(4) none of the above

Answer»
2346.

two railway trucks of masses mand 3m move towards eachother in opposite direction withspeeds 2v and v respectivelythese trucks collide and sticktogether. what is the speed ofthe truck after the collision?

Answer»
2347.

A mass m moving horizontally with velocityvo strikes a pendulum of mass m. If the twomasses stick together after the collision,then the maximum height reached by thependulum is.2(a) 02g8g(c) y2vog

Answer»

Let us take that the pendulum is at rest initially and after the collision the velocity of the system is V .Now from the conservation of momentum we have ,Initial Momentum = Final Momentum⇒mv+m×0=⎛⎝⎜m+m⎞⎠⎟×V⇒mv=2mV⇒V=v/2Nowletustakethattheblockrisestomaximumheighth.So,P.Eofthecombination=K.Eofthecombination⇒(m+m)gh=1/2(m+m)V2⇒2mgh=mV2⇒h=V2/2g⇒h=(v/2)2/2g=v2/8g

2348.

5V. A body of mass 1 kg moving with a velocity of 10 m/s towards right makes head on collision with another bodyof mass 3 kg and velocity 2 m/s coming from opposite direction. Calculate the velocity of each after impact, if (a) they sticktogether and (b) the collision is perfectly elastic. (c) Also calculate the loss in K.E. of the bodies due to impact in the formercase.(Ans.(a) 1 m/s towards right, (b) 8 m/s towards left; 4 m/s towards right, (c) 54 J]... mavina towards each other in the same line with velocities 10 cm/s and

Answer»
2349.

Two objects, each of mass 1.5 kg are moving in the same straight line but in opposite directions. The velocity of each objectis 2.5 ms1 before the collision during which they stick together. What will be the velocity of the combined object after thecollision?[Ans:0 ms-1]

Answer»
2350.

If force vector is along X-axis and radiusvector is along Y-axis then the direction oftorque is1) along +ve Z-axis 2) along-ve Z-axis3) in X-Y plane making an angle 45° with X-axis

Answer»

T = F×r = { i×j } = +k

and +k denotes +Z axis

so, option 1