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4751.

One second after projection, a stone moves at anangle 45° with horizontal. Two seconds afterprojection, it moves horizontally. Its angle ofprojection is-L3= 10 m/s2](A) tan1 (V3)(B) tan- (4)(C) tan-1 (3)(D) tan (2)

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4752.

A 2kg block slides on a horizontal floor with a speed of 4 m/s. It strikes a uncompressed spring and compresses till he block is motionless. The Kinetic friction force is 15 N and spring constant is 10000 N/m. The spring compresses by ?

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Continuation of Question :The Kinetic Friction force is 15 N and spring constant is 10000 N/m. The spring compresses by how much ?

As the block is moving with some initial velocity it must be having must KE. Finally, it comes to rest so kinetic energy final will be zero.. it ll have some potential energy. As frictional force is also given it will some work done by friction.. applying the work-energy theorem... Work done(external force) + work done (non conservative force ) = change in kinetic energy+ change in potential energy. 0 + 15x = kf - ki + pf - pi. 0 + 15x = 0 + 1/2mv2 + k/2x² - 0. On putting the values you get a quadratic equation ie 5000x² - 15x -16=0 solving this equation x = 0.056m or 5.6 cm

4753.

(1) mvitA car seller claims that his 1000 kg car can accelerate from rest to a speed of 24 msf in just 8.0sThe engine of the car, on an average, should be of(3) 80 hp(4) 24hp

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4754.

2. A bullet of mass 10 g is fired horizontally into a 5 kgwooden block, at rest on a horizontal surface, Thecoefficient of kinetic friction between the block andthe surface is 0.1. Calculate speed of the bulletstriking the block, if the combination moves 20 m(Ans. 3136.26 ms)before coming to rest.

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Abullet of 0.01kg is fired horizontally into a 4kg wooden blockat rest on a horizontal surface, the coefficient of kinetic frictio between the block and surface being 0.25.The bullet remains embedded in the block and the whole system moves20m before coming to rest.With what velocity did the bullet strike the block?

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4755.

What is the acceleration of free fall?

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4756.

What is meant by free fall ?

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In Newtonian physics, free fall is defined as the motion of an object where gravity is the only force acting upon it

4757.

What is free fall?

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When a body falls under the influence of only gravity(without any external force) is called as free fall.

4758.

FREE FALL

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In Newtonian physics, free fall is any motion of a body where gravity is the only acceleration acting upon it. In the context of general relativity, where gravitation is reduced to a space-time curvature, a body in free fall has no force acting on it.

4759.

What do you mean by term free fall?

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Free fallis defined as the motion of an object where gravity is the only force acting upon it. By this definition then, a skydiver is never in truefree fall, even before they deploy their parachute.

4760.

rchimedes principle hold in a vessel in a free fall

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Archimedes’s Principle will not hold in a vessel in free – fall as in this case, acceleration due to gravity is zero and hence buoyant force will not exist.

no

4761.

3.An elephant and a matchbox fall from a height of 200m. If they are in a state of freefall, which of them will reach the ground first and why?

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Both the elephant and a matchbox will reach the ground at the same time. The time taken for free fall does not depend on mass of the body.

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4762.

5 Within proportional limit the ratio of shear stress to shear strain is..(ta) Young's modulus (b) Bulk modulus(c) Poisson's ratio (d) of the above

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option A is the correct answer

4763.

Define modulus of elasticity

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An elastic modulus is a quantity that measures an object or substance's resistance to being deformed elastically when a stress is applied to it. The elastic modulus of an object is defined as the slope of its stress–strain curve in the elastic deformation region: A stiffer material will have a higher elastic modulus

4764.

an athlete complete one round of a rectangular field of dimensions 300m and 400m in 30 seconds. calculate the distance covered and displacement at the end of 105 seconds

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Answer is 4900

4765.

State, for each of the following physical quantilies, If it is a scalar or a vector :volume, mass, speed, acceleration, density, number of moles, velocity, angularfrequency, displacement, angular velocity

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4766.

A body starts falling from height 'h' and travels distance h/2 during last second of motion , then time of flight in seconds is?

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4767.

Find period of communication satellite.

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The communication satellites always orbit in the same spot relative to the Earth; they don’t disappear over the horizon and then reappear later. They also allow for the satellite-based global positioning system, or GPS, to work. Hence, their time period is same as that of earth.

4768.

A spherical planet far out in space has a mass Mo anddiameter Do. A particle of mass m falling near the surfaceof this planet will experience an acceleration due twhich is equal to:

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The answer is Option C.

4769.

21. A particle moves in an x-y plane with only ax-component of acceleration of 2 m/s. The particlestarts from the origin at t = 0 wihaving an x-component of 8 m/s and y-component ofth an initial ve15 m/s. The total velocity vector, at any time 't', is(I) [(8 +20i - 15j] m/s(2) (8i 15 j] m/s(3) [2t i + 15 j] m/s(4) [2ti - 15 j] m/s

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For x – direction first,

Applying the eqns. of motion,

v1 = u1 + at

v1 = 8i + 2i*t => (8 + 2t)i ….........................(1)

For y – direction.

acceleration is zero.

thus velocity remains constant.

v2 = u2

v2 = -15j …................(2)

Thus resultant velocity of particle at time t from eqnns. (1) and (2) is given by:

v = v1 + v2

v =(8 + 2t)i – 15j m/s.

4770.

1A body moving with uniform acceleration travels 84 m in 6 s and 264 min 11 s.Find the acceleration and the initial velocity of the body,

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4771.

A body moving with uniform accelerationtravels a distance Sn (0.4n +9.8)m in nthsec. Find the initial velocity of the body in-1ms1) 0.43) 52) 104) 4

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4772.

An object is just dropped from a height h above the earth's surface. Derive expressions for its time of free fall and the velocity with which it will touch the earth.

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4773.

11) Find period of communication satellite.

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Theperiodis proportional to r 3 / 2 where is the orbit radius, so it depends on the orbit. However, most “communication satellite” are placed in geosynchronous orbit, which means theperiodis “in-sync-with” the Earth (theperiodis the same as the time it takes for the Earth to rotate).

4774.

A particle moving with a uniform acceleration travels 24 m and 64 m in the first two consecutive intervals of 4 seceach. Its initial velocity isMP PET-95]

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let initial velocity uand acceleration is a so from equation of motion4u+8a=244u+16a+8a=64a=40/16u=1m/s

4775.

5. A particle moving with a uniform acceleration travels 24 metre and 64 metre in first two successive interval4 second each. Its initial velocity is(1) 1 m/s(3) 5 m/s(2) 2 m/s(4) 10 m/s

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let initial velocity u

and acceleration is a so from equation of motion

4u+8a=24

4u+16a+8a=64

a=40/16

u=1m/s

4776.

24. A body travels 2 m in the 2nd second and6 m in the next four seconds. What will be thedistance travelled in the 9th second?

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4777.

B)36 cm & 30 cm24. For a train that travels from one station to another et aspeed of 40 kmh-1 and returns to final station at speed ofthen its average speed is

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4778.

force and buchenنلننهتهنهفنلنمالانترنت له عن معاهpulledacross the occa, it becco'sمن منا للعمل علفعل منهالمطر يلملم عنه وحملjustpull the furniture explain uku?

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4779.

The chemical formula of water is

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The chemica formula of water is H2O

4780.

Explain Gay Lusacc's Law.

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4781.

other is Gropped down. Which of them reaches the ground first and why?A measuring cylinder filled with water is shown in the diagram.Sto27Find the least count of the cylinder and the volume of water filledin the measuring cylinder.201402

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Least count is the minimum value you can measure with the specific device or it is smallest printed increment least count of smallest graduated cylinders is 25 ml.... to calculate least count of graduated cylinder you have to divide 100 by in thecase of small graduated cylinder. to find L.C you have to divide main division by smallest divisions......

4782.

a bullet of mass 30 g is fired from a gun of mass 2 kg the muzzel speed of bullet i 100 m/s find the recoil speed of the gun

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Givenm1=0.30kgv1=100m/sm2=2kgv2=?

m1v1=m2v2v2=m1v1/m2v2=0.30×100/2v2=15m/s

Ans) The recoil velocity of the gun is 15m/s.

4783.

if truck of mass 5000kg speed = 72km/s to 90 km/hr in 50 sec. find force and momentum

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v=18*5/18=5 m/sA=5/60=1/12 m/s2F=ma=500*1/12=41 .667N

4784.

meaning of differentiation

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Differentiation is a process of finding a function that outputs the rate of change of one variable with respect to another variable.

4785.

oo es Were formed.plain how, sun is considered to be the ultimate source of fossil fuels.

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TheSun'slightenergyhelps plants to photosynthesise. The produced plant food is used for survival of all the plant and animal life..

Oil, natural gas and coal arefuel sourcescreated from this process that people use for their fueling needs.

4786.

1.Fill in the blanks of the following:(a) Electron is(b) The ultimate source of energy is....charged particles.

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Electron is Negatively charged particles. The ultimate source of energy is sun.

4787.

work energy theorm

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The principle of work and kinetic energy (also known as the work-energy theorem) states that the work done by the sum of all forces acting on a particle equals the change in the kinetic energy of the particle. This definition can be extended to rigid bodies by defining the work of the torque and rotational kinetic energy.

4788.

state work energy theorm and it's derivation?

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4789.

state work energy theorm and it's verify it

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4790.

The resultant of A and B makes an angle a with Aand angle β with B . If α < β, then6.(3)IA/>[BI(4)can not be predicted

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Always the resultant bends towards that vector which is higher in magnitude. If the magnitude of the vectors are the same, the resultant will make equal angles with both. But, If suppose A vector has a high magnitude than B, then the resultant will bend more towards A and hence alpha will be less than beta.hence option 3

Angle is inversely proportional to magnitude of the vector.

Therefore ans. is (3)

4791.

oy L e8 44-00 €._ हि. o Si m_ug:\ o Mé‘;ms«\)8 Pe BL_g&\fl"‘ e SeSithance helocenHhe tog. =

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The equivalent resistance between two legs is 72/5 ohm.

4792.

3) A soap bubble is given a negative charge, then its radiusa) Decrease b) Increase c) Remains unchargedpredicted as information is insufficientd) Nothing can be

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d) as it depends only when we know that what is earlier state of bubble Charged (positive or Negative) or neutral

D) nothing can be predicted as information is insufficient

4793.

(7)A soap bubble of radius 10 cm is blown. Surfacetension of soap solution is 30 dyne/cm.Calculate the work done in blowing the bubble.

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4794.

radius R in a circular orbit aThe minimum energy required to launch a satellite of mass m from the surface of earth ofaltitude 2 R is (mass of earth is M5GmM6R(B) 2GmMMGmM(D) 3R(c) GmM3R2R

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Option A is correct

4795.

12. A uniform sphere of mass M and radius R issurrounded by a concentric spherical shell of samemass but radius 2R. A point mass m is kept at adistance x (R) in the region bounded by spheresas shown in the figure. The net gravitational forceon the particle is2RGMmx(2) R3GMmG(M +m)(3)X(4) Zero

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option (a)

thank you

4796.

A uniform sphere of mass M and radius R issurrounded by a concentric spherical shell of samemass but radius 2R. A point mass m is kept at adistance x (>R) in the region bounded by spheresas shown in the figure. The net gravitational forceon the particle is2RGMmGMmx(2)(1) x2(3) X2G(M + m)(4) Zero

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4797.

Q.1If the excess pressure inside a spherical soap bubble of radius 1 cm is balanced by that due to coloil of specific gravity 0.9, height 1.36 mm. Calculate the value of surface tension of soap solutionumn of

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4798.

The displacement of a particle, moving in astraight line, is given by s- 2t2 +2t +4 wheres is in metres and t in seconds. The accelerationof the particle is:(1) 2 m/s(3) 6 m/s(2) 4 m/s2(4) 8 m/s2

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Differentiate two times for acceleration..d2s/dt2=4m/s^2

4799.

soap bubble in vacuum has a radius of 3 cm and another soap bubble in vacuum has a radius of 4 cetwo bubbles coalesce under isothermal conditions then the radius of the new bubble is(A) 3.3 cm(C) 5 cm(D) 7 cm(B) 4.5 cm

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Excess pressure inside a soap bubble:

P=4TR

Here,Tis surface tension andRis radius of the bubble.

Volume of soap bubble:

V=43πR3

Under isothermal conditions:

PV=P1V1+P2V2(4TR)(43πR3)=(4Tr1)(43πr13)+(4Tr2)(43πr23)R2=r12+r22R=r1^2+r2^2√=(3)^2+(4)^2√=5cm

4800.

38. A particle moves along a straight line such thatits displacement at any time t is given bys 3 6t2 + 3t +4 metresWhat is its velocity when the acceleration iszero?(1) 3 m/s(3) -12 m/s(2) 42 m/sC -9 m/s

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