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3101.

current 'l' is[ESE EC 1999)2 RI4RV3302 Rwww4 R1A=(A) Indeterminable due to inadequate data(B) zero(C)4 A(D)8 A

Answer»

d is the correct answer

D)8A is the correct answer

3102.

Q.9For the circuit shown in the figure thecurrent l'is[ESE EC 1999]WWW2 RI4RvŽur2RS4R4 R1A(A) Indeterminable due to inadequate data(B) zero(C)4A(D)8A

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3103.

current l' isWWW[ESE EC 1999)20142 RIWWW4RVO 3Rwww2 Rwww4 R 1A34R(A) Indeterminable due to inadequate dat:(B) zero(C)4 A(D)8A

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3104.

formula to find uniform motion?

Answer»

Theformulaforuniform motionis d = rt, meaning distance is equal to rate times time. d, or distance, refers to the actual length/distance ofmotion. ... r, or rate, refers to the speed and will always contain a ratio between distance and time (as in miles per hour

3105.

a) €~A?\m'n’\ A धर पु 1... ety Lt o restc\lnaa om 1AT

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Electric motor: A motor is a device which converts electrical energy into mechanical energy.Principle of motor : A motor works on the principle that when a rectangular coil is placed in a magnetic field and current is passed through it. A force acts on the coil which rotates it continuously.When electric current is passed into the rectangular coil, this current produces a magnetic field around the coil.

The magnetic field of horse shoe-type magnet then interacts with the magnetic field of the coil and causes the coil to rotate continuously.

If ABCD is in horizontal position current from battery enters the coil through brush $, and commutator half ring C:. The current flows in the direction ABCDand leaves via ring and brush $B _{ 2 }

The direction of current is from A to B, the direction of current is from C to D. The force on side AB of the coil is in the downward direction. Whereas the force on the side CD of the coil is in the upward direction. ABCD rotate in anti-clockwise direction.

While rotating when the coil reaches vertical position then the brushes _{ 1 } and B _{ 2 }will touch the gap between the commutator rings and current to the coil is cut off. But the coil does not stop rotating because it has already gained momentum.

The coil CD comes on the left side and AB comes to the right side. Again they come in contact with brush $B _{ 1 } Current direction is reversed.

The reversing of current in the coil is repeated after every half rotation due to which the coil continue to rotate as long as current from the batter is passed through it. The rotating shaft of electric motor can drive a large number of machines which are connected to it

3106.

Exdone by the force of gravity during the first 2 s of motion.The system is released from rest. Findthe workkg

Answer»

The acceleration of the system is = net force/total mass = (3*10-2*10)/(3+2) = 10/2 = 5m/s²

now, in 2sec the displacement is s = 1/2*(a)*t² = 1/2*(2)*(4) = 2m

workdone = net force × displacement= 10*2 = 20J

why it is 3g-2g plz answering my questions

because on making the rope straight , you will find that 3g and 2g are acting in opposite direction.

2g<---------------->3g

okay

3107.

2. A ball released from rest from the roof of a0. Find the height ofbuilding of height 45 m at tball from ground at t -2s.

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3108.

0.9For the circuit shown in the figure thecurrent 'I' is[ESE EC 1999]2 RI4RVO3322 R4R 1A(A) Indeterminable due to inadequate data(B) zero(C)4 A(D) 8 A

Answer»

indeterminate due to inadequate data of 8A

B) is the correct answer

3109.

Q.9For the circuit shown in the figure thecurrent 'I' is[ESE EC 1999]2 RI4RVO3322 R34R4R 1A(A) Indeterminable due to inadequate data(B) zero(C)4 A(D)8 A

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3110.

Consider the situation shown in figure (8-E8). Initiallyspring is unstretched when the system is releasedom rest. Assuming no friction in the pulley, find themaximum elongation of the spring.Figure 8-E8

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3111.

JM13.A bullet moving at 35m/s penetrates 2.8m in a wooden plank and comes to rest.Assuming uniform retardation, find the time of penetration of the bullet.a) 0.16 sb) 1.6 sc) 0.08d) 0.8

Answer»

Usingv = u + at0 = 35 + a*tat = - 35a = - 35/t........ (1)

Now,Usings = ut + 1/2 at^2Put value of a from eq(1)2.8 = 35t + 1/2 * (-35/t) * t^22.8 = 35t - 35/2 t2.8 * 2 = 35 tt = 2.8 * 2/35 =.8/5t = 16/100 = .16 sec

(a) is correct option

3112.

Problem 2.02. The motorof an engine is rotating about its axiswith an angular velocity of 120 r.p.m. It comes to rest in 10 s,r being switched off. Assuming constant deceleration,calculate thenumberof revolutions made by it before comingto rest.

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3113.

From the previous problem, find anequation for the speed of the ball at thedetermined location, assuming the ballstarts rolling from rest.

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The kinetic energy of the ball consists of translational and rotational kinetic energy. Using conservation of energy we can solve for the speed of the ball. Therefore, mgh1 = mgh3+(1/2)m(VG)2+(1/2)IGw2, where m is the mass of the ball, VG is the velocity of the center of mass of the ball, w is the angular velocity of the ball, and IG is the rotational inertia of the ball about its center of mass. For no slipping w = (VG)/R, where R is the radius of the ball. And IG = (2/5)mR2. Combining these three equations we can solve for VG.

Answer: VG = [(10g/7)(h1−h3)]1/2

3114.

A bullet fired into a fixed target loses one-third of itsvelocity after penetrating 6 cm. How much further itwill penetrate before coming to rest assuming that itfaces constant resistance to motion?(1) 1.5 cm(3) 3 cm(2) 0.75 cm(4) 4 cm

Answer»

here is a similar question.

3115.

A bullet fired into a fixed target loses one-third of itsvelocity after penetrating 6 cm. How much further itwill penetrate before coming to rest assuming that itfaces constant resistance to motion?(I) 1.5 cm ) 0.75 cm(3) 3 cm(4) 4 cm

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3116.

A uniform chain of mass M and length L is heldvertically in such a way that its lower end just touchesthe horizontal floor. The chain is released from rest inthis position. Any portion that strikes the floor comes torest. Assuming that the chain does not form a heap onthe floor, calculate the force exerted by it on the floorwhen a length x has reached the floor.

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3117.

The distance between the plates of a circular parallelplate capacitor of diameter 40 mm, whose capacityis equal to that of a metallic sphere of radius 1mwill be:(1) 0.01 mm1.(2) 0.1 mm(4) 10 mm

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3118.

का आय Wil 32 ¢ Lo «दर fec gs pleced hetnven व R ke pore (corpde S ाण__(‘fi_L__gafid—;__)___—_________ ax Cavt wame) | D i

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3119.

473Sample ProblemA small ink dot on a paper is viewed through a glass slab of thickness10 cm j and refractive index 1-5. By what distance would the dot appear to be raised?nckness of glass slab, x = 10 cm ; Îź = 1.5

Answer»

Refractive index of glass slab = (real thickness/ (apparent thickness )= 1.5

Real thickness = 10 cm

Therefore, apparent thickness = 10/1.5 = 20.0/3 = 6.66 cm

Therefore, the dot appears raised by = 10 cm - 6.66 cm = 3.34 cm height.

3120.

50 cm7. The monochromatic beam of light is incident at 60° on one face of an equilateral prism of refractive index n) with the normal (see the figure). For n-3 theJEE(Advanced)-2015and emerges from' the opposite face making an angle θ(ndevalue of θ is 60° and dn-m. The value of m isle60°

Answer»

Snell’s Law for surface AB: n1 sin60 = n2 sinr1

For air n1 = 1 and n2 = n for a prism as per the question. So as per Snell’s law this equation becomes:

=> √3/2 = n sin r1

=> Sin r1 = √3/2n ——— eq 1

Similarly applying it to surface AC gives

=> n sin r2 = sin θ ——— eq 2

As seen in equilateral triangle ABC , we have

A+B+C = 180⁰ and also A = B = C = 60⁰ [ABC is an equilateral triangle]

Now we have r1 + B = 90⁰ and also r2 + C = 90⁰ so substituting it gives:

60⁰ + 90⁰-r1 + 90-r2 = 180⁰r1+r2 = 60⁰So now lets use simple trigonometry to play with above equation along with eq 1 & 2 to remove the r1 and r2. As per equation 2, we have

n sin r2 = sin θn sin(60-r1) = sin θn [sin 60 cos r1 – cos60 sin r1] = sin θn [√3/2 cos r1 – ½ sin r1] = sin θn [ √3/2 √(1-sin² r1) – ½ √3/2n] = sin θ [substituting equation 1]n [ √3/2 √(1-3/4n) – ½ √3/2n] = sin θn [√3/4 {√(4n²-3) -1} ] = sin θ —————–eq 3 answer to the real question – For n = √3 the value of θis 60 deg and dθ/dn = m . The value of m is?

taking a derivative dθ/dn of equation 3 and substitute the given values i.e. n = √3 & θ= 60. Let’s do that below, applying the operator “d/dn” on both sides:

d/dn [√3/4 {√(4n²-3) -1} ] = d/dn sinθ =(d/dθ sinθ) dθ/dn = cosθ dθ/dndθ/dn = 1/cos θ x d/dn [√3/4 {√(4n²-3) -1} ]After taking a derivative and putting n = √3 & θ= 60 gives

dθ/dn = 2

thnkuuu so much

3121.

58. The time required for the light to pass through a glass slab(refractive index 1.5) of thickness 4 mm is(c 3x 108 ms, speed of light in free space)(a)2x10's (b) 2x101 s (c2x 1011 s (d)1011 s

Answer»
3122.

Name four foods that come from anim

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FoodProducts, whichwe get from Animals

Milk: Cows are our chief source of milk, though buffaloes, goats, sheep, yaks and camels also give us milk. ...

Eggs: Poultry is the term used for birds raised for the production of eggs and meat. ...

Meat: You mayhaveheard the terms red meat and white meat.

3123.

Q.9For the circuit shown in the figure thecurrent 'I' is[ESE EC 1999)2 RITLmm4Rve zorw2 R34R4R 1A=(A) Indeterminable due to inadequate data(B) zero(C)4 A(D)A

Answer»

D) is the correct answer

D) 8 A is the correct answer

3124.

Q.9For the circuit shown in the figure thecurrent l'is[ESE EC 1999)w2 RI4R2 Rw4R 1A{4R=(A) Indeterminable due to inadequate data(B) zero(C)4 A(D)A

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3125.

OU)

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Torque on a body in circular motion is zero, if it is moving along the circular path with uniform speed, hence it will have a radial acceleration.

Resulting in a radial force, hence the Torque, which is the cross product of Radial vector and Force will be zero.

But if the speed of the body is varying, that means it also has an tangential acceleration in addition to the radial acceleration.

And in this case the net force is not in along the radius, hence Torque will have a non-zero value.

3126.

A slab consists of two parallel layers of copper andbrass of the same thickness and having thermalconductivities in the ratio 1 : 4. If the free face ofbrass is at 100 C and that of copper at 0 C, thetemperature of interface is12.

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3127.

1) Write the two uses of artificial satellites.

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3128.

Wrote short note on natural and artificial satellites.

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Natural Satellites

1.The natural Satellites are celestial bodies that orbit a Planet or any other Celestial body.2.These are formed by nature.3.The most well known Natural Satellite is the Earth's Moon.4.The natural satellites are objects that orbit the earth such as the moon.5.The natural satellites like Planets are opaque bodies with no light of their own. They also receive heat and light from sun.6.This are the satellite that are natural in space and are not used officialy by the scientist.7.The natural satellite is made up of natural material, rock, minerals, water, dust etc.Artificial Satellites

1.The artificial satellite is a device placed in orbit around the earth, moon, or another planet.2.The artificial satellites are man made.3.The first artificial satellite was Sputnik I.4.The artificial satellites are objects humans propel through the earth's atmosphere in order to orbit around the earth.5.The electrical power required by satellite is provided by panels of solar cells and small nuclear reactors.6.These are used and controlled by the astronomers and are used upto their will.7.The artificial satellite is made out of metal and electronics material.

3129.

A glass prism of angle A -60° gives minimum angle of deviation 0 30° with the max. error of 1 whena beam of parallel light passed through the prism during an experiment.Find the permissible error in the measurement of refractive index u ofthe material of the prism.

Answer»

read the question idiot ...... we have to find the permissible error in the measurement of refractive index of the material of prism

3130.

53. In Young's experiment using light ofwavelength 6000A°, fringe width obtainedat distance 2.5 m is 0.8 mm. If the entireapparatus is immersed in a liquid ofrefractive index 1.6, the fringe width willbe(A) 0.2 mmm(B) 0.4 mrm(C) 0.5 mm(D) 0.6 mm

Answer»

the correct option is (c)

3131.

56, A glass slab (μ-1.5) of thickness 6 cm is placed over a paper.What is the shift in the letters?(a) 4 cm) 2 cm (c) 1 cm (d) of these

Answer»

apparent depth = real depth/refractive index

= 6/1.5 = 4 cm

it is wrong

3132.

Define refractive index of a transparent medium. The speed of light in amedium of absolute refractive index 1-5 is 2 x 108 ms-1. What is thespeed of light in vacuum ?

Answer»

Refractive index of a transparent medium is defined the ratio of speed of light in vacuum and speed of light in medium.

Is given by : n = c/v

Where, n is the refractive index.c is the speed of light in vacuum.v is the speed of light in medium.-------------

It has no units. Because it is the ratio of quantities which are similar.

3133.

r56, A glass slab (μ1.5) of thickness 6 cm is placed over a paper.What is the shift in the letters?(a) 4 cm2 cm (c) 1 cm (d) of these

Answer»
3134.

Q.26The accompanying figure shows a networkwithtwo idealpassive elements andtransformers having 1 : 1 turns-ratios.Determine the Z-parameters.1:1102F1H10a162s? +1-12s25 +1(A)2825[25-12s(B)-125-12s2s25 +12s12s25 +125.2s25-12s25(D)25-12s

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what did the first creature evolve on the earth

3135.

The Indian Space Research Organization (ISRO) Navigation centre was set up at _______________

Answer»

Byalalu, about 40 km from Banglore

3136.

A car moves at a constant speed of 60km/h for 1km and 40km/h for the next 1km.What is the average speed of the car?

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3137.

A car moves with a speed of 40Km/h for 15 minutes and then with a speed of 60Km/hor the.next 15 minutes. Find the total distance travelled by the car.

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3138.

bock iswooden block m the tabeyitiL-30 m x 10 um

Answer»

Mass of the wooden block = m= 6 kg

dimensions = 30 cm × 15 cm × 10 cm

the weight of the wooden block applies a thrust on the table top.

That is,Thrust = F = mg= 6 kg × 9.8 m/s²= 58.8 N

Area of a side = length × breadth = 15 cm × 10 cm = 150 cm² = 0.15 m²

Pressure = thrust/ areaPressure = 58.8 /0.15= 392 N/m²

The same thrust in implied when it lies on the given dimension.Area= length × breadth= 30 × 15= 450= 0.45 m²

Pressure = 58.8/0.45= 130.66 N/m²

3139.

captions on the bulletill uuuuwould life be affected.Imagine that friction suddenly vanishes. How would life beList ten such situations.hnor Ohserve the soles of

Answer»

Frictional Force is a necessary Evil. It plays a very important role in our daily activities.

If frictional force is absent then we may face the following consequences:

1. We cannot walk .2. We will not get a grip to hold things, then we cannot eat,write,Hold pen or pencil etc.3. Moving things cannot be stopped.4.Buildings cannot be constructed.5. We cannot fix a nail to the wall.6.We cannot stand properly without a grip.7.we would keep slipping.8.Nothing will be steady on ground. , things will not be at a proper places because of no grip.9.Brakes in the car / vehicles will be useless.10. Finally all the things, including us will be floating in the air.

3140.

(४) 0० दे e il .e e e Sबस 0 S{ ool gsrmlen of fou eSSgG

Answer»
3141.

22.An aircraft flies at 400 km/hr in still air. A wind of200 /2 km/hr is blowing from the south. The pilotwishes to travel from A to a point B northeast of A(450 from north). The direction in which he muststeer is(1)(2)(3)(4)30° from north towards east75° from north towards east30° from east towards north75° from east towards north.

Answer»
3142.

PHYSICI.Ifheat is supplied to an ideal gas in an isothermal p(C) the intemal energy of the gas will increase 2) the gas wil do positive worik(3) the gas will do negative work(4) the said process is not possible.

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3143.

Why are magnetic field lines more crowdedtowards the pole of a magnet?

Answer»

It is believed that magnetic field lines originate from the poles…. Therefore there is crowding in the poles as alllines are leaving and entering

Imagine u have to go to a movie, and there is only on entrance to the complex and there are 4 screens, there will ppl who will be watching a movie in screen 1 and some in screen 2 but all them will enter through the common entrance therefore there is crowding in the entrance but once inside the complex there will be less crowd…..

3144.

A small cube of volume 1 mm at the centre of a circular loop of radius 10 cm carrying a current ofThen the magnetic energy stored inside the cube isa) 87 X 10-14b) 100 x 10-14 J c) 12 x 10 4 J d) 157 x 10-J

Answer»

a) is the correct answer

3145.

2.3Acalorleisaunit of heat or energy and it equals about 4.2 J where lJ -1 kg m2Suppose we employ a system of units in which the unit of mass equals akg, theof length equals β m, the unit of time is γ s. Show that a calorie has a magnitude 4.2α-1 β-2 γ2 in terms of the new units.unit

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3146.

2.3 A calorie is a unit of heat or energy and it equals about 4.2 J where 1J 1kg mskg, theunitm. the unit oftime is γ s. Show that a calorie has a magnitude 4.2Suppose we employ a system of units in which the unit of mass equals αgth equalsαϊβ a γ 2 In terms of the new units.

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3147.

2.3 A calorie is a unit of heat or energy and it equals about 4.2 J where 1J 1 kg m s.Suppose we employ a system of units in which the unit of mass equals α kg, the unitof length equals β m, the unit of time is 73. Show that a calorie has a magnitude 4.2α-102 γ2in terms ofthe new units.

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3148.

A calorie is a unit of heat (energy in transit) and it equals about 4.2 J where lJ-1 kgm2 s-2. Suppose we employ a system of units in which the unit of mass equals αkg, the unit of length equals ßm, the unit of time is γ s. Show that a calorie has amagnitude 4.2 α-1 β-2 γ2 in terms of the new units

Answer»

how can we write 1kg = 1/a

3149.

2.3. A calorie is a unit of heat or energy and it equals about4.2 J where 1J-1 kg m's2. Suppose we employ a sys-tem of units in which the unit of mass equals o kg, theunit of length equals β m, the unit of time is ys. Showthat a calorie has a magnitude 4.2 α-1 β-2 in terms ofthe new units.

Answer»
3150.

akgso aiasn

Answer»

Metalsaregood conductorof heat because they have free electrons in the outer shell of the atoms which are not tightly bound to their atoms and are free to transport heat energy. However, the electrons in theglassare tightly bound to their atoms and are not free to flow. This makesglass poor conductorof heat.