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4451.

Q.3 Define distance and displacement? Explain with anexample of straight line motion.

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happy environment day

distance - actual path covered by body. displacement - shortest path covered by body

distance- actual path coverd by body. displacement- shortest path coverd by body

4452.

The graph given below shows the positions ofabody at different times, Calculate the speed ofthe body as it moves from(i) A to B (ii) B to c and (iii) C to D4.가7PBCTime (s)

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4453.

the distance time graph for a particle is a straight line show that its spead is contant

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we know that speed is given asv = dx/dt

Now,if the slope of the graph remains constant the body will be moving equal distances in equal time intervals. So, the RHS of the above relation 'dx/dt' will remain the same throughout.

Thus, the speed will remain the same as well.

4454.

\left. \begin{array} { l l } { \ell \operatorname { cos } ( \theta / 2 ) } & { ( 2 ) 2 \ell \operatorname { sin } ( \theta / 2 ) } \\ { 2 \ell \operatorname { cos } ( \theta / 2 ) } & { ( 4 ) \ell \operatorname { sin } ( \theta / 2 ) } \end{array} \right.

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4455.

A student measures the time period of 100oscillations of a simple pendulum fourtimes. The data set is 90 s, 91 s, 95 s and92 s. If the minimum division in themeasuring clock is 1 s, then the reportedmean time should be

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4456.

9 In a given sample, two radio isotopes, A and B, areinitially present in the ratio of 1:8. The half-lives ofA and B are 200 yr and 100 yr, respectively. Find thetime after which the amounts of A and B becomeAns.300 yr]equal

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1

after solving t= 600

4457.

4 rad/s* starting fra4)A particle rotates alongrest. Cakculatea circle of radius R-v 2 m with an angular acceleration α1.the magitude of average vebodity of the particle over the time it rotates a quarter dircle.3.

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1m/s

4458.

4) 5 unitIf I vi +--1_1__ 1 and pais not equal tozero, then which statement is right out of thefollowing:1) andV2 are parallel.2) and 2 are equal in magnitude.3) I and V2 are perpendicular to each other4) none of the above.4.

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option 3 should be the correct answer..

4459.

A particle moves in a straight line with retardation proportional to its displacement . it's loss kinetic energy for any displacement x is proportional to

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velocity is the answer

displacement is always proportional to velocity

4460.

testuwnuj veciury unu unu vector7. The projection of a vector, = 3i+j+2k, on the x-y plane has magnitude(C) V14(D)(A)3(B) 4

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Apption C is is a Answer

option c is correctbecause magnitude r=√3^2+1^2+2^2r=√9+1+4r=√14

4461.

(15)-Define"The centripetal force"1Establish F0E2 ,acting on a body moving in a circular path of radius r'.where ‘F' is centripetal force

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centripetal force

a force which acts on a body moving in a circular path and is directed towards the centre around which the body is moving.

4462.

*(1) What is centripetal force?Define centripetal force.Tuniform circular motion

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4463.

) Define centripetal force. Give its two examples.

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It is this force which binds the object to curvilinear path otherwise object will come out of the circle and start moving in straight direction.

Common Examples are

1.A ball , revolving in horizontal circle attached to a rope.

Think what happens if rope suddenly breaks.

2.A vehicle turning on the road.

3.Sattelites revolving around earth.

4.Planet bounded to Sun.

5.Electron motion.

4464.

9) Define centripetal force. Give its two examples.

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the force that is necessary to keep an object moving in a curved path and that is directed inward toward the center of rotation a string on the end of which a stone is whirled about exerts centripetal force on the stone.

As a car makes a turn, the force of friction acting upon the turned wheels of the car provides centripetal force required for circular motion

4465.

e following4) Why is centripetal force avariable force? Why cetrifugal force arises ?

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4466.

1. A coneave mirror is a part of sphere of radius 40 cm. What is the focallength of the mirror?

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Ans :- Radius of sphere\curvature =40m

Now, we are already aware of the relation between Radius of the curvature and focal length of the mirrors.

Focal length = half of the radius of the curvature.

i.e f = 1\2 C

So, f= 1/2 ×40

f=20m

4467.

What is its kinetic energy when it reaches the UNU TU36. Calculate the work done by the brakes of a car of mass 1000 kg when its speed is reduced from 20 m/s to10 m/s ?

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4468.

explain regular and difused reflection with the help of diagram

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4469.

If IA+B| B|, find the anglebetween Aand B

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4470.

2. Differentiate between regular and diffused reflection. Does diffusedreflection mean the failure of the laws of reflection?

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4471.

you see objects outside theToUTIDifferentiate between regular and diffused reflection. Does diffusedreflection mean the failure of the laws of reflection?

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Thank you

4472.

Differentiate between regular and diffused reflection. Doesreflection mean the failure of the laws of reflection?ed

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4473.

What is meant by reflection of light? Which are the differenttypes of reflection?

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4474.

4 A particle is projected from ground with speed 80 mls at an angle 30° with horizontal from ground. Themagnitude of average velocity of particle in timeinterval t 2 s to t 6 s is [Take g 10 m/s21(1) 40/2 m/s(2) 40 m/s(3) Zero(4) 40 3 m/s

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4475.

Losses in optical fibers

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The various losses in optical fiber are due to either intrinsic or extrinsic factors.

Fiber attenuation, which is also called signal loss or fiber loss, is the consequence of the intrinsic properties of an optical fiber (multimode and single mode fiber).

Apart from the intrinsic fiber losses, there are some other types of losses in the optical fiber that contribute to the link loss, such as splicing, patch connections, bending, etc.

4476.

9.Example 2. Prove that sin-o-cos4 θsin2 θ-cos2 θ-cos2 θ.

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4477.

write 5 Bohr's postulate ?

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Postulates of Bohr's atomic model :

According to Bohr's theory , electrons revolve in definite circular orbits around the nucleus and these orbits are designated by the letters K, L, M, N or by the numbers 1, 2 ,3, 4 and so on.

As long as the electrons revolve in a particular orbit they can neither gain energy nor loose energy. Such orbits are called as stationary orbits or stationary states.

When an electron jumps from an higher orbit to a lower orbit it releases energy in the form of raldiations and when an electron jumps from lower orbit to a higher orbit it absorbs energy in the form of raldiations.

The angular momentum of aln electron is an integral multiple of h/ 2π mvr = nh/ 2π

It explains the stability of an atom and also the line spectrum of hydrogen atom

4478.

2. What is the relation between action and reaction forces?ns.

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= These forces are equal in magnitude and opposite in direction.

= Due to this nature, they tend to cancel each other out.

4479.

cancel each1. If action and reaction are equal and opposite forces then why don't thother?

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if action and reaction are equal and opposite forces then cancel each other.

Newton's third law of motion states that everyactionhas anequal and opposite reaction. This means thatforcesalways act in pairs.Action and reaction forces are equal and opposite, buttheyare not balancedforcesbecausetheyact ondifferentobjects sothey don't cancelout.Nov

4480.

Calculate the torque transmitted by the clutchhaving four shoes, with spring force of 700 N andcentrifugal force of 4000 N. Rim diameter is 560mm and coefficient of friction is 0.3.

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4000+700=4700d=0.56marea= pi× r^2=3.14×0.28^2=0.246m^2torque=force/areat=4700/0.246=19082.35cof= 0.3 ×700=210

4481.

Do action and reaction forces exist in a pair?

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yes action and reaction always exist in pairs and they act on different bodies

According toNewton's third law, for every action force there is an equal (in size) and opposite (in direction) reaction force. Forces always come in pairs - known as "action-reaction force pairs." Identifying and describing action-reaction force pairs is a simple matter of identifying the two interacting objects and making two statements describingwho is pushing on whomand in what direction. For example, consider the interaction between a baseball bat and a baseball.

According to Newton's third law, for everyaction forcethere is an equal (in size) and opposite (in direction)reaction force.Forcesalways come inpairs- known as "action-reaction force pairs." ... Together, these twoforcesexerted upon two different objects form theaction-reaction force pair.

4482.

2 i Why centrifugal force is called psuedo force

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When some forces that are found to be acting on a body in a non-inertial frame of reference are called pseudo or fictional forces, this means that while you can use the force as part of a balance to calculate what you are observing if it were viewed from an inertial reference point you would notice this force is absent.That's why we call it a psuedo forcePlease like the solution 👍✔️

4483.

a.What are microorganisms? List their different types

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A microorganism, or microbe, is a microscopic organism, which may exist in its single-celled form or in a colony of cells. ... Microorganisms include all unicellular organisms and so are extremely diverse.

There are different types of microbes:

bacteria.

fungi.

algae.

protozoa.

viruses.

4484.

derivation of centripetal acceleration.

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4485.

A cubical tank of side 3.0 m is evacuated of air. That is, the number of molecules of air inside the tank is insignificant compared to thenumber in the same volume outside. The atmospheric pressure is 105 Pa. What is the crushing force exerted by the atmosphere ornthe tank ?

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P = F / A where

P is the pressure exerted on a body, F the force and A the area where the force is exerted.

The area of the cube is:

3 × 3 × 6 = 54M²

F = Pressure × Area

From the question:

Pressure = 10⁵ N/M²

Force = 10⁵ × 54

5400000N

4486.

An aircraft executes a horizontal loop of radius 1 km with a speed of 900 km/hr. Compare its centripetal acceleration with acceleration due to gravity.

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i don't get it please tell me answer fast i am in need

4487.

The distance between the centres of the earth and themoon is 60 times the radius of the earth. Calculatethe centripetal acceleration of the moon. Accelerationdue to gravity on the earth's surface 10 m s

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4488.

If a pushing force making an angle α withhorizontal is applied on a block of mass m placedon horizontal table and angle of friction is β, thenminimum magnitude of force required to move theblock ismg sin βcos(α-,mg sinBsin(α + β]mg sincos(α + β]mg cosßcos(α-,(1)

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4489.

eWhatisthepressure(absoluto)onasummer10mbelowthesurficeofalake?Given atmospheric pressure10s Pa.

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The total pressure on the swimmer would be the sum of the atmospheric pressure and the pressure due to 10m colum of water

so,

P = Patm+ ρgh

here

Patm= 10^5N/m^2

ρ (of water) = 1000 kg/m^3

g = 9.81 m/s^2

h = 10m

thus, we have

P = 10^5+(1000x9.81x10)

so, total pressure

P = 1.981 x 10^5N/m^2

4490.

Who first studies the solar system?

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Galileowas the first todiscoverphysical details about the individual bodies of the Solar System. He discovered that the Moon was cratered, that the Sun was marked with sunspots, and that Jupiter had four satellites in orbit around it.

Thank you Sir

4491.

If a man increases his speed by 2 m/sec, hisК.Е. is doubled. The original speed of theman is-

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answer is wrong and the correct answer is (two plus tow root two )m/s so plase try and explain

4492.

A FORCE IS APPLIED, ON ACAR OF MASS 8ooky, SO THATIT'S SPEED INCREASES FROM36 km (PER hawz), To 84 KM (PER HOUR),FIND THE WORK DONE BY THEFORCE DONE BY THE CAR.

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Mass of car m = 800 kgInitial velocity = 36 km/h =36 x 5/18 = 10 m/sFinal velocity = 72 km/h = 84 x 5/18 = 70/3m/sInitial kinetic energy = = ½ × mv2 = ½ x1500 x (10)2 = 75000 JIncreased kinetic energy = 1/2 mv2 = ½ x800 x(70/3)2 =217,777.77 J Work done = Change in kinetic energy= 217777.77--75000 JHence the work done by the force on the car = 142777.77J

4493.

What is the voltage grade of heavy dutyPVC sheathed power cable?

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PVC insulated power cables are generally designed and manufactured from rated voltage 650/1100 voltsup to and including 6.35/11 kV

4494.

View Answera 6) A bal is thrown upwards and it returns to ground describing a parabolic path. Which of the following remainsconstant J8HU 1999 DRMT 2001, AMU (Engg ) 2000

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momentum will remain constant and horizontal component of velocity remains constant

4495.

. A body of mass 10kg is on a rough inclinedplane having an inclination of 30° with thehorizontal. If coefficient of friction betweenthe surfaces of contact of the body and theplane is 0.5. The least force required to pullthe body up the plane is

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4496.

The mass of cyclist together with the bike is 90 kg. Calculate the increasc in kinctic energy ifthe speed increases from 6.0 km/h to 12 km/h.

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4497.

the north side of the wire* A positive charge enters with some speed in auniform magnetic field in the direction parallel tothe magnetic field as shown, the direction of forceon the charge will be in>Bq→(a) down word direction in the plane of paper(b) up ward direction in the plane of paperNo force acts on it(d) Nothing can be said

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c) is the correct answer

4498.

32. The velocity of a body of mass 10 kg increases from 4 m/s to 8 m/s when a for(a) What is the momentum before the force acts ?(b) What is the momentum after the force acts ?(c) What is the gain in momentum per second ?(d) What is the value of the force ?

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4499.

Does the boy do any workWrite the formula for work done on a body when a force acts on the body in the dinof its displacement.irectioǐ

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4500.

Is the rocket in light an example of projectile?3) Force on a body 1 exerted by body 2 is equal to that on body 2 by body 1 Is it necessary that work done onnnnsitr to work done on 2 by 12(IM)

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No, because it is propelled by combustion of fuel and does not move under the effect of gravity alone.