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13651.

10. Suppose all the elethe nuclei are. lumnedrey charged partidumpedmuch is the total negative charge on these electrons ?100 BL Water. Howose all the electrons of 100 g water are lumpedtogether to form a negatively charged particle and allthe nuclei are. lumped together to form a positivelycharged particle. If these two particles are placed10-0 cm away from each other, find the force of attractionbetween them. Compare it with your weight.u. Consider a gold nucleus to be a sphere of radius6.9 fermi in which protons and neutrons are distributedFind the force of repulsion between two protons situatedat largest separation. Why do these protons not fly apartunder this repulsion ?12. Two insulating small spheres are rubbed against eachother and placed 1 cm apart. If they attract each otherwith a force of 0-1 N, how many electronsone sphere to the othertransferred from

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13652.

2.The3 vectors OA, OB, OC have the samemagnitude R. Then the sum of these vectors havemagnitude4S4S

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Sum of OA and OB = √R²+R² = √2R in the direction of OC

so, sum of all the vectors = (sum of OA +OB )+OC = √2R+R

option d

13653.

20 A, what shulluThe potentiometer wire AB shown40 emcorlS0Titt ul the shunt used ?the shuntin figure (32-E26) isshould the free end of theometer be connected onay show zero deflection ?AB so that thegalvanometeIvano8Ω12 2Figure 32-E26

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can u explain how L ad / L db= 8/12

13654.

3. A wide steel belt is provided over the wheel of an army tank.4. We feel lighter when we swim.

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13655.

Oral Comprehension Check.1. What do the military generals do? How has their attitude changed,and why?2. Why were two national anthems sung?3. How does Mandela describe the systems of government in his country(1) in the first decade, and (ii) in the final decade, of the twentieth century?4. What does courage mean to Mandela?5. Which does he think is natural, to love or to hate?

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13656.

mpled onSame range conditions of projectileA projectile can have the same rangeangles of projections. If ty and t2 be the times offlight in two cases, then the product of times offlight will be-(1)t12 oc RR for two(2) t12 R2(4) 112 c I/R2(3) t1t2 c 1/R

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13657.

30 30 3030°10 20 3040 x(cm)10 cm60 V30 V20Figure 29-E3onsider a circular ring of radius r, uniformly chith linear charge density λ. Find the electric pota point on the axis at a distance x from the cere ring. Using this expression for the potential, fiectric field at this point.rll nf momitude 1000 N C is pr

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13658.

The kinetic energies of a lighter body and a heavierbody are same. Then the value of momentum is-(A) Higher for lighter body(B) Higher for heavier body(C) Same for both(D) Additional information is needed for replyingthis question

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if kinetic energies are samethen momentum will.be same.tooas momentum is directly proportional. to kinetic energy

13659.

An objectthe first second. Find the time of flight.(1) 2 sdropped from the top of a tower covers in the last second, seven times the distance it covered in(2) 3 s(3) 4 s(4) 5 sfheight 44 1 m above the water level. Another stone is thrown

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13660.

34. The relationship between force and position isshown in the figure given in one dimension acase). The work done by the force is displacinga body from x=1 cm to x=5 cm is- 204107Force (dyne)o12346-10!5 6x (cm).-20.1 20 ergs3) 70 ergs2) 60 ergs4) 700 ergs

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work done in force vs displacement graph is area under the graph so from x=1 to x=2 area is 10×1=10

from x=2 to x=3 area is 20×1=20

from x=3 to x=4 area is -20×1=-20

from x=4 to x=5 area is 10×1=10

total=10+20-20+10=20erg

Correct answer is 20 erg as 10+20-20+10 is 20 hope this will help you

1]20 ergs.......................

13661.

orectween the earth and the moon be 4 x 10s m, then calculate the force exerted by the earth on thebenExample 2. The mass of the earth is 6 x10ul gand that of moon is 7-5 × 10 2 kg. Ifdistanceained byensity olmaon. G 6-7 x 10-11 Nm/kg1)

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13662.

which colowe Red Yellow violet , quen has1) Minimum wavelength.Max WellMini frequencyMax 1 frequency

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min. wavelength =violetmax. wavelength =red

min. frequency = redmax. frequency = violet

min. wavelengths =violet max. wavelengths =red

13663.

The diameter of the sphere is 3.06 cm. Find its surface area and express it in significant figures.[Ans: 2.94 x 101 cm2]3]

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surface area of sphere=4πr^2=4*3.14*3.06*3.06=

13664.

Projectile Motion10. A projectile is projected at angle α(>459) with an initial speed u. The time t at which its horizontalcomponent will equal the vertical component in magnitude:(A) t--(cos α-sina)(C) t -(sin a-cos a)(B) t -(cos α + sin a)(D) t-(sin2 α-cos2 α)g

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The answer is option c. Replace a by alpha.

13665.

1.If a stone is to hit at a point which is at ahorizontal distance 100m away and at a height50m above the point from where the stone starts,then what is the value of initial speed u if thestone is launched at an angle 4507(a) 102(b) 1015(c) 2015(d) 20/10

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option c is the correct answer

please let me know if you have any query in any steps

option c is the right answer

13666.

Q 5) Round off to 3 significant figures: a) 20.69m b) 0.0003125 kg

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a) in 3 significant figure the value is 20.7b) the value is 0.000312. in 3 significant figures

13667.

14. A projectile thrown with an initial speed u and angle of projection 15" to the horizontal has a range R. If thesame projectile is thrown at an angle of 45 to the horizontal with speed 2u, its range will be(A) 12 R(B) 3 R(C) 8R(D) 4 R

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13668.

10.What are significant figures ? Write the rules to identifysignificant figures in a given measurement.

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13669.

A stone projected from ground with certain speedat an angle θ with horizontal attains maximumheight h,. When it is projected with same speedat an angle θ with vertical attains height h2. Thehorizontal range of projectile ish, + h22(2) 2h,h2(3) 4/h,h2(4) h, + h21772

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13670.

The mass of a box measured by a grocer's balance is2.300 kg. Two gold pieces of masses 20.15 g and20.17 g are added to the box. What is (a) the totalmass of the box, (b) the difference in the masses ofthe pieces to correct significant figures?

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13671.

30.A brick can be pushed gently on the smooth floor by applying force with our foot. But if we kick thebrick, the foot is hurt. Why?

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this is related to the concept of impulse(I).I = F*t

hence , greater the time taken to apply force, lower will be its impulse on our body and therefore, we will hurt less.

13672.

A body freely falling from a height h describes7hin the last second of its fall. The height h16

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13673.

Define conservation of energy. Show that the mechanical energy of a freely falling body remains conserved.

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Conservation of energy states that the total energy of an isolated system remains constant irrespective of whatever internal changes may take place with energy disappearing in one form reappearing in another.

It may be shown that in the absence of externalfrictional force the total mechanicalenergy of a body remains constant.Let a body of mass m falls from a point A,which is at a height h from the ground as shown in fig.

At A,

Kinetic energykE = 0Potential energyEp = mghTotal energyE = Ep + Ek= mgh + 0= mgh

During the fall, the body is at a position B. Thebody has moved a distance x from A.

At B,

velocityv2= u2+ 2as

applying,v2= 0 + 2ax = 2ax

Kinetic energy Ek=1/2 mv2= 1/2m x 2gx= mgxPotential energyEp = mg (h – x)Total energy E= Ep + Ek =mg (h-x) + mgx= mgh – mgx + mgx= mgh

If the body reaches the position C.

At C,

Potential energyEp = 0Velocity of the body C isv2= u2+ 2asu = 0, a = g, s = happlyingv2= 0 + 2gh = 2gh

kinetic energyEk =1/2mv2=1/2m x 2gh= mgh

Total energy at C E = Ep + Ek E = 0 + mgh E = mghThus we have seen that sum ofpotential and kinetic energy of freelyfalling body at all points remains same.Under the force of gravity, themechanical energy of a body remainsconstant.

13674.

what is the law of conservation of mechanical energy ? prove that total mechanical energy of a freely falling body is remains conserved.

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The total amount ofmechanical energy, in a closed system in the absence of dissipative forces (e.g. friction, air resistance), remains constantAt Point A:At point A, the ball is stationary; therefore, its velocity is zero.Therefore, kinetic energy, T = 0 and potential energy, U = mghHence, total mechanical energy at point A isE = T + U = 0 + mgh = mgh... (i)At Point B :Suppose the ball covers a distance x when it moves from A to B. Let v be the velocity of the ball point B. Then by the equation of motion v^2-u^2 = 2aS, we havev^2 - 0 = 2gx or v^2 = 2gx Therefore,Kinetic energy, T = 1/2 mv^2 = 1/2 x m x (2gx)= mgxAnd Potential energy, U = mg (h - x)Hence, total energy at point B isE = T + U = mgx + mg(h-x) = mgh ...(ii)At Point C :Suppose the ball covers a distance h when it moves from A to C. Let V be the velocity of the ball at point C just before it touches the ground. Then by the equation of motion v^2 - u^2 = 2aS, we have V^2 - 0 = 2gh or V^2 = 2gh.Therefore,Kinetic energy,T = 1/2 mV^2 = 1/2 x m x (2gh) = mghand Potential energy, U = 0Hence, total energy at point E = T + U= mgh + 0 = mgh... (iii)Thus, it is clear from equations (i), (ii) and (iii), that the total mechanical energy of a freely falling ball remains constant.

13675.

MECHANICAL ENERGY =

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mechanical energy is the sum of potential energy and kinetic energy. It is the energy associated with the motion and position of an object.

13676.

113. if different planets have the same densitybut different radii then the accelerationdue to gravity (g) on the surtace of theplanet will depends on its radius (R) asR'(2) g(3) g c R(4) g R

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option 3 is correct

13677.

An airplane accelerates down a runway at 3.20 m/s^2 for 32.8 s until is finally lifts off the ground.Determine the distance traveled before takeoff.

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13678.

1. An airplane accelerates down a runway at3.20 m/s2 for 32.8 s until is finally lifts offthe ground. Determine the distancetraveled before takeoff.

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Given:

a = +3.2 m/s2

t = 32.8 s

vi = 0 m/s

Find:

d = ??d = vi*t + 0.5*a*t2d = (0 m/s)*(32.8 s)+ 0.5*(3.20 m/s2)*(32.8 s)2

d = 1720 m is the required answer.

13679.

Yellow light of wavelength 600 nm is incident on aboundary separating air and glass. Find the speed,wavelength and frequency of (i) reflected light and(ii) refracted light. The refractive index of glass foryellow light is 1.5

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(i) For reflected light, the light is in the same medium of incidence so the speed is 3 x 10^8ms-2itself.

Wavelength also remains the same, that is 589 nm

Frequency = Velocity/Wavelength = 3 x 10^8/ 589 x 10^-9= 5.093 x 10^14Hz

(ii) Speed of light in glass = Speed of light in air / refractive index of glass = 3 x 10^8/ 1.5 = 2 x 10^8ms^-2

Wavelength of light in glass = Wavelength of light in air / refractive index of glass = 589 / 1.5 = 392.67nm

​ Frequency of light remains constant so it is ​5.093 x 10^14Hz itself.

13680.

A tube light converts electrical energy into(I)chemical energy (2)magnetic energy 3) light energy(3) light energy(4) mechanical energy

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tube light gives us light

so, light energy is the answer.

13681.

7]The twinkling of stars is an example forA] Scattering of light by the particles of the atmosphereB] Refraction of light through vacuumC] Dispersion of light by atmospheric moistureD] Refraction of light by the transparent gases of different optical density

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The phenomenon that causes stars to twinkle is atmospheric refraction. That is, the air above us is a big ocean of not very dense fluid that has a small bending effect on light that passes through it. If it were perfectly still, the light from a star would follow a path that stays put, and the star's image would appear stable.But the atmosphere is always moving; winds in every level of it cause slight density differences to move around, and different densities bend light by different amounts. And so the light rays from a star zig and zag as they head toward your eyes. That makes them appear totwinkle.hence option d

13682.

What is the width of the triple jump runway?

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The standard venue for the long jump includes a runway at least40 metres(131 feet) in length with no outer limit, a takeoff board planted level with the surface at least 1 metre (3.3 feet) from the end of the runway, and a sand-filled landing area at least2.75 metres(9 feet) and no more than3 metres

13683.

Explain the differences between thermoplast and thermosetswithsuitableexamples.

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The primary physical difference is that thermoplastics can be remelted back into a liquid, whereas thermoset plastics always remain in a permanent solid state. Think of thermoplastics as butter – butter can be melted and cooled multiple times toformvarious shapes.

thanks

13684.

What is triple point of water?

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The triple point of any substance is that temperature and pressure at which the material can coexist in all three phases (solid, liquid and gas) in equilibrium. Specifically the triple point of water is 273.16 K at 611.2 Pa

13685.

VAMW(Infinite laddernetwork)2022.0282RAB = ?

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2+2+2+2+2+2+2+2+2=18^

13686.

In the figure given below, an ideal pendulum oscillatesin vacuum between two extreme positions A and B.If it goes from position A to position B and therreturns from position B to mean position C in 3 s,then it will complete 3.5 oscillations in(1) 14 s(3) 1.14s(2) 4 S(4) 2 s

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0.5oscillation =3sthen 3.5 =7 times 0.5then 7*2=14secmultiplier is 2 as oscillations are to and fro

13687.

7. Why are electric field lines perpendicular to surface of a conductor? Sketch the electric ficid lines ioruniformly charged hollow cylindermatrials

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supposeelectric field linesare notperpendicularto the localsurface of the conductor. Thenelectric fieldwill have some component parallel to thesurface. ... So, forsurfaceto be equipotentialsurfacefor static charge distribution thefield linesat thesurfaceareperpendicular to the surface.

13688.

14. The eletioential and electric field at any given position due to a point charge are 600 V and 200Nrespectively. Then magnitude of point charge would be(1) 3 uC(2) 30 uC(3)0.2 HC N(4)0.5 uC

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Is it 600 V?

13689.

4. (a) Define electric flux. Write its S.I. units. (b) Using Gauss's law, prove that theelectric field at a point due to a uniformly charged infinite plane sheet is independent ofthe distance from it.(c)How is the field directed if (i) the sheet is positively charged, (ii) negatively charged?

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(a) Electric flux is defined as the number of electric field lines passing through anareanormal to the surface. Alternatively. The surface integral of the electric field is defined as the electric flux through a closed surface.(b)

13690.

parmanu kya hai

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एकपरमाणुकिसी भी साधारण से पदार्थ की सबसे छोटी घटक इकाई है जिसमे एक रासायनिक तत्व के गुणहोतेहैं। हर ठोस, तरल, गैस, और प्लाज्मा तटस्थ या आयनन परमाणुओं से बना है। ...परमाणुके द्रव्यमान का 99.94% से अधिक भाग नाभिक में होता है।

13691.

13 Figure shows an inductor L and a resistance R conrectéd n paralle to a batswitch.to a battery through a00000 PBー州トThe resistance of R is the same as that of the coil that make L. Two Identical bulbs are put ineach arm of the circuit.(i) Which of the bulbs lights up earlier when K is closed?(ii) Will the bulbs be equally bright after some time?

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i). B2. , because the wire having L will be treated as broken , at t = 0

ii) yes

13692.

What is electric potential? Derived the relation between electric fields intensity and the electrostatic potential at a point taking electric field due to a point charge q

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13693.

Even one or two crystals of potassium permanganate can impart colour to alarge volume of water. Which characteristic of matter is illustrated by thisobservation?

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13694.

VISION ACADEMYNUMERICALS ON LIGHTFIND POSITION, NATURE ANS SIZE OF IMAGE OF OBJECT 3CM HIGH PLACED ATDISTANCE OF 9 CM FROM CONCAVE MIRROR OF FOCAL LENGTH 18 CM

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13695.

Q.4. Define electric potential and potentialdifference.

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Electric Potential - Electric potential energy is defined as the total potential energy a unit charge will possess if located at any in the outer space.

Electric Potential Difference - In an electric circuit the potential between two point (E) is defined as the amount of work done (W) by an external agent in moving a unit charge(Q)from one point to another. Mathematically we can say that, E = W/QWhere, E =Electric potential difference between two points W = Work done moving a change from one point to another, Q = Quantity of charge in Coulombs.

13696.

6. Figure shows two identical capacitors. C, andC, each of 1 pF capacitance connected to albattery of 6 V. Initially switch 'S' is closed.After sometimes 'S' is left open and dielectricslabs of dielectric constant K = 3 are insertedto fill completely the space between the platesof the two capacitors. How will the(1) charge and (ii) potential difference betweenthe plates of the capacitors be affected afterthe slabs are inserted ? [Delhi 2011]

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13697.

An electron is accelerated under a potentialdifference of 200V. Energy gained by it inelectron volt is:(i) 50(ii) 200[2011(1)(ii) 100(iv) 400

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E = qVq = eso,E = 200eV

13698.

A particle of mass m and charge (-q) enters the region between the two charged plates initiallymoving along X-axis with speed v, as shown in fig. The length of plate is L and an uniformelectric field E is maintained between the plates. Show that the vertical deflection of thegELparticle at the far edge of the plate isHOTS2mv

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13699.

The position (x-time () graph for a particle of mass 1 kg moving along x axis is shown in figureFind impulse on particle at t = 4 s.x (m)20A hall of

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Actually, thwre is no figure attached,

But I have solved a same problem with the diagram

So I am answering this based on that diagram.

Impulse = Pf- Pi(where P = momentum = mv)Pi= m*(d/t) = 1*(20/4) = 5 kg m/sPf= m*(d/t) = 1*(-20/4) = -5 kg m/s

I = Pf- Pi= -5 -5 = -10 kg m/s

13700.

How the linear velocitynumber 'n'?of an electron in the Bohr orbit is related to its quantum

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