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2201.

2.At OK, Germanium behaves as(A) a conductor(C) an insulator(B) an intrinsic semiconductor(D) an extrinsic semiconductor

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Option CSemiconductors act as insulators at low temperatures and conductors at higher temperatures.

Conduction occurs at higher temperature because the electrons surrounding the semiconductor atoms can break away from their covalent bond and move freely about the lattice

The conductive property of semiconductors forms the basis for understanding how we can use these materials in electrical devices.

2202.

53.Acylinder contains 10 kg of gas at pressure ofN/m2. The quantity of gas taken out of the cylinder, iffinal pressure is 2.5x 10° N/m', will be: (temperature ofgas is constant)107(1) 15.2 kg(2)3.7 kg(4)7.5kg(3) zero

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2203.

Name the original source of wind er

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sun is the original source of wind enery

wind and kinetic energy are the original source

2204.

Give the value of energy band gap for Germanium and Silicon

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range of accepted values of band gaps for intrinsic germanium (0.67 eV) and silicon (1.12 eV) at room temperature (300 K) [4].

2205.

कि.“ey थकजन वाड़ि सर्वीधिक 2 01 o2 TSI GRS G । ऊना D 22T 7T IR Fo Lol 7नांकाएड मक्रम झप्द 7 (€3 202 T AR घनएडस 33 नुन R P, <R DI 43 o) EEEE{Ans:2

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Can you send me this question in English so that I can try

2206.

la(U) LUUIf the blocks A and B are moving towards each other withacceleration a and b as shown in the figure. Find the netacceleration of block C.(A) ai -2(a+b)Ĺż(B) (a+b)(C) al - (a+b)(D) none of theseab

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Option C is right

2207.

The length of a given cylindrical wire is increased by 100%. Due to the consequent decchange in the resistance of the wire will beluuAIEEE 2003(d) 50%(al 100 /

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Please post the complete picture

Please post complete picture.

2208.

hre between P

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Very much resistance means we can consider it as a open circuit as welland in DC capacitor works as open circuitso Option -(3)please like the solution 👍 ✔️

2209.

58.MA sphere of mass m, moving with velocity V. enters a hanging bag of sand and stops. If the massof the bag is M and it is raised by height h, then the velocity of the sphere wasV वैग से गतिशील m द्रव्यमान का एक गोला एक रेत के लटके हुए बोरे में घुस कर रुक जाता है। यदि बोरे का द्रव्यमानM है और वह h ऊँचाई तक उठता है, तो गोले का वेग था।| (3) —/2gharitas m garura sed by height h, then the va hanging bag of sand and(1) M+/2g(2) M/2gli

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2210.

eu to fHeasure p.d.4. What is meant by saying that the electric potential at a point is 1 volt ?5. Howy much work is do

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An electric potential at one point means 1 joule of work is done to move one unit of positive charge from the point of infinity to a particular point.

The unit of the charge is coulomb.

This is when the electric potential is called as one volt.

2211.

72cm34.A car weighs 1800 kg. The distance between its front and back axles is 1.8 m. its centre of gravity is 1.05 m behindthe front axle. Determine the force exerted by the level ground on each front wheel and each back wheel.13675 N; 5145 N]

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2212.

apacitors have capacity 5uF when connected in parallel & 1.2 u Fw.in series. Calculate capacities of capacitors.

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2213.

An electron of mass m and a photon bavesame energy E.Tbe ratio of de-Brogliewavelengths associated with them isQ11)E 2(b)c(2mE21E2c 2m1(2mc being velocity of light)

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2214.

Which characteristic of the sound helps yod to iueniny youline uthile sitting with others in a dark room?

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Timbre and pitch are the characteristics of sound which help to identify the sound of a different voice. Thus, because of the difference in timbre and pitch of the sound wave you or any other can identify the voice of his friend sitting with others even in a dark room.

2215.

37.The transplantation of eye after death require the timein hours is(1) 4 6(3) 2-4(2) 6-8(4) 1 2

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option 1) 4-6 hours

2216.

A choke is a(a) capacitor with a large self İnductanceb resistor with a large self inductanceinductor with a large self inductanc

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d) inductor with a small self inductance

2217.

Derive expression for the self inductance of a solenoid

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Let us consider a long solenoid of cross - section area A through which current I is flowing . let L' be the length of thr solenoid ,φ =NBA = μN²AI/L'but , φ = LILI = μN²AI/L'

L = μN²A/L'

2218.

Define the term 'Self-inductance' of a coil. Write its SI unit?

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Theself inductanceisdefinedon the magnetic flux linked with thecoilwhenunitcurrent flows through it.

The self inductanceisdefinedas the emf induced in thecoil, when the rate of change of current in thecoilis 1 ampere/second. TheSI unitofself inductanceis henry (H).

2219.

1. Derive an expression for the self-inductance of a long solenoid carrcurrent.

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2220.

Calculate self inductance for a long solenoid of length l, number ofTurns N and radius r.

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2221.

A baby blue whale drinks this many liters of milk per day:

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190

2222.

If N is the number of turns in a coil. the value ofself inductance varies as(b) N(d) N-2

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the value of inductance varies as N²Ans:(c) N²

2223.

The magnetic susceptibility for a sample has a small positive value. To which class ofmagnetic substance does the specimen belong?

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As it is small positive hence the substance is ferromagnetic substance

2224.

. What is the value of the magnetic susceptibility of2?aluminium, if its relative permeability is 1.00002(ISC 2011, 07)Ans. 0.000022.

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2225.

2. 17) The magnetic field B and the magnetic intensity H in a material are found to be 1.6Tand 1000 AM respectively. Calculate the relative permeability and the susceptibility ofthe material.

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2226.

Write the balanced equation for the following chemical reactions.() Hydrogen + Chlorine.- Hydrogen chloride(i) Barium chloride + Aluminium sulphate Barium sule + Aluminium sulphate→ Barium sulphate +Aluminium chloride

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2227.

1 30In the figure each call has an emt of 1.5 V andinternal resistance of 0.4002. CalculateosaHHHH4HHHHO current() current in the 369 resistor(a) potential difference across A and B.

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in the world is gooddest in family is mother

the answer could be option 1

ii) is the correct answer

iii) is the correct answer

1) is the right answer of the following

2228.

ple 12.9Ifin Fig. 12.12. R1 10 立, R2 40 立, R,-30 立, R4-20 立, R5-600,and a 12 V battery is connected to the arrangement. Calculate(a) the total resistance in the circuit, and (b) the total current flowingin the circuit.

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2229.

How can a material at a certaintemperature have all of itsmolecules at the same energy?

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A material at a certain temperature does not have all of its particles at the same energy. In the basic definition of the word, "temperature" is the average random motional (kinetic) energy of the particles of a material. (Thermodynamics gives a broader definition to temperature, but we don't need this definition here.) Did you notice the word "average" in the basic definition? Just because we can assign a single number to the temperature of an object that is in thermal equilibrium does not mean that every atom of the material is moving with the same energy because of the nature of averaging. If the average height of everyone in the room is 5 feet 9 inches, this does not imply that everyone in the room is 5 feet 9 inches tall. Some people will be 6 feet tall while others will be 5 feet 6 inches tall. The average of a set of a values only gives us a general idea of the group as a whole and does not tell us about any individual in the group. In the same way, the atoms in a material are all moving at different speeds and with different energies, even when the material has a constant and uniform temperature. Some of the atoms are moving faster than the speed corresponding to the material's temperature and some of the atoms are moving slower. A few of the atoms are moving much faster than what is implied by the temperature.

2230.

what is the help of trees

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Treescreate an ecosystem to provide habitat and food for birds and other animals.

Treesabsorb carbon dioxide and potentially harmful gasses, such as sulfur dioxide, carbon monoxide, from the air and release oxygen.

One largetreecan supply a day's supply of oxygen for four people.

2231.

"Q.12. Draw a graph showing variation of angle of deviationD) versus the angle of incidence (i) for a given prism.

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2232.

The magnetic field B and the magnetic intensityH in a material are found to be 1.6 T and1000 A/m respectively. Calculate the relativepermeability u' and the susceptibility 'x' of thematerial?(Ans. 1.273 x 10°, 1272)

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2233.

Consider a uniform square plate ofside 'a' and mass'm' what is the moment of inertia of this plate aboutan axis perpendicular to its plane and passing throughone of its corners? [Given:1. =-

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ok just wait for some

days

2234.

The pressure on a square plate is measured by measuring the force on the plate and the length of thesides of the plate by using the formula p= If the maximum errors in the measurement of force andlength are 4% and 2% respectively, then the maximum error in the measurement of the pressure is(a) 1%(b) 2%(d) 10%(C) 8%

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c) is correct answer

2235.

Let I be the moment of inertia of a uniform square plateabout an axis AB that passes through its centre and is parallelto two of its sides. CD is a line in the plane of the plate thatpasses through the Centre ofthe plate and makes an angle θwith AB. The moment of inertia of the plate about the axisCD is then equal to(a) I(c) 1 cos2 θ(1998S- 2 Marks)(b) I sin20(d) I cos2 (0/2)

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2236.

34. Consider a uniform square plate of side a and massm. The moment of inertia of this plate about an axisperpendicular to its plane and passing through one ofits corners is2(a) - ma(b) ma2(c) ma12(d) 12 ma(2008)

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Parallel Axis Theorem

2237.

A square plate of edge 'a' and a circular disc of same diameter are placedtouching each other at the midpoint of an edge of the plate as shown infigure. If mass per unit area for the two plates are same then find thedistance of centre of mass of the system from the centre of the disc

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2238.

The moment of inertia ofa thin square plate ABCD, Fig., ofuniform thickness about an axis passing through the centreO and perpendicular to the plane of the plate is(1992 - 2 Marks)4(b) /3 +I4where 1, /2,13 and /4 are respectively the moments ofintertial about axis 1,2, 3 and 4 which are in the plane of theate

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2239.

3.Two equal and opposite charges areplaced at a certain distance apart and forceof attraction between them is F. If 75%charge of one is transferred to another,then the force between the chargesbecomes

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F/16 as they are equal and opposite q=1/4q and -q=-1/4q so.....F'=k(qx-q)/r²=kq²/r²x1/16......asF=kq²/r²

So, F'=F/16

the division line between solids and liquids is not always a definite one. It is rather ... Different substances have different properties. ...... 100 FORCE ♢F A a o J i E AF 12 ft.

2240.

Two discs have same mass and thickness.Their materia ls are of densities ρ1 and ρ2.The ratio of their moment of inertia aboutcentral axis will be(A) P1 : P2(C) 1 p1P2Q.30(B) p1P2: 1

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option D

2241.

Certain force 'F units is needed to produced certain acceleration in a sphere of radiusunits. To produce same acceleration in sphere made of same material of radius"2r' units, then find the force required.1 li found to double to splocity in Ss Find

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2242.

. The dielectric strength of air is 30 x 10 V/m. Aparallel-plate air-capacitor has area 20 cm and platearation 0 10 mm. Find the maximum rms voltage ofan AC source which can be safely connected to this15capacitor.16

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2243.

How many electrons must be added to one plateand removed from the other so as to store 25Jof energy in 5nF parallel plate capacitor.4.

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Since q^2/2c=E. as we know value of all. q=ne . E=25J. C=5*10^-9f by Putting all values..

q=sqrt(2cE)

ne=sqrt(25*2*5*10^-9)

ne=5*10^-4.n=5*10^-4/(1.6*10^-19)n=5*10^15/1.6n=3.12*10^15.Now You Have No of electrons.

2244.

265. A parallel-plate capacitor with the plate area 100 cmand the separation between the plates 10 cm isconnected across a battery of emf 24 volts. Find the forceof attraction between the plates.

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2245.

12AnsQ 2) Deduce the expression for energy stored in a parallel plate capacitorAns

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Ans :- (a) When a capacitor is charged by a battery, work is done by the charging battery at the expense of its chemical energy. This work is stored in the capacitor in the form of electrostatic potential energy. Consider a capacitor of capacitance C. Initial charge on capacitor is zero. Initial potential difference between capacitor plates = zero. Let a charge Q be given to it in small steps. When charge is given to capacitor, the potential difference between its plates increases. Let at any instant when charge on capacitor be q, the potential difference between its plates V= q/c

2246.

Derive an expression for the capacitance of a parallel plate capacitor with dielectric slab inbetweer

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2247.

A particle is projected from ground with speed 80 m/s 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/s2](1) 40 2 m/s24.(2) 40 m/s(3) Zero(4) 40 3 m/s

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2248.

24, A particle is projected from ground with speed 80 m/s 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/s?(1) 40/2 m/s(3) Zero(2) 40 m/s(4) 40 3 m/s

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2249.

(4) write law of conversation of momentum.(5) define :-(1) molicular range (2) cohesive force.(6) define surface tension ?(7) define specific heat?(8) write applications of bad conductor of heat.(9) define :-(1) frequency (2) peridic time.

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Law of conservation of momentum:Aconservation lawstating that the total linearmomentumof a closed system remains constant through time, regardless of other possible changes within the system.

Molecular rangeis the maximum distance up to which amoleculecan exertforceof attraction on anothermolecule. It is of the order of 10-9 m for solids and liquids. liquid consist of a very large number ofmolecules.

Thesemoleculesattract each other bycohesive force. But theseforcehave only a shortrange.

Surface tension is tension of the surface film of a liquid caused by the attraction of the particles in the surface layer by the bulk of the liquid, which tends to minimize surface area.

Thespecific heatis the amount ofheatper unit mass required to raise the temperature by one degree Celsius. The relationship betweenheatand temperature change is usually expressed in the form shown below where c is thespecific heat. .

Things which are bad conductors of heat are used as insulators. In same occasions it is important (1) to prevent heat loss from a hot body (2) to prevent heat from entering cold body.1. The handles of saucepans, teapots, kettles, etc, are always made from substances like wood, plastic, etc, to prevent heat from entering the hand so that it can he held comfortably2. Air is a poor conductor of heat, this is why heat from our bodies does not escape easily to the atmosphere3. Fur, wool, cotton wool, cork, feathers, sawdust, trapped air in birds’ feathers etc. act as good insulators.Fur and feathers keep most animals and birds during winterBirds flutter their feathers in cold weather to trap air between their feathersWoolen clothes keep as warm during winterIn cold countries, glass windows in houses are double paned4. Refrigerators, ice boxes, ovens, solar heater panels and connecting pipes are made of double walls with filling of cork, air, cotton wool or polyurethane in between their walls.5. Quilts are always filled with either cotton or foamThe use of a non conducting material to reduce heat from escaping is called lagging

Frequencyis the number of occurrences of a repeating event per unit oftime. It is also referred to as temporalfrequency, which emphasizes the contrast to spatialfrequencyand angularfrequency. Theperiodis the duration oftimeof one cycle in a repeating event, so theperiodis the reciprocal of thefrequency.

2250.

Pre-Medical40. Starting from rest ,the acceleration of a particle is、a 2ft-1). The velocity of the particle at t- 5 sis:(1) 15 m/s(2) 25 m/s(4) of these(3) 5 m/sons renresents the

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As we know that change in velocity divided by change in time is the acceleration, we can write

dv/dt = adv = a dt

Now integrate both the sides. Limit the velocity from 0 to v.

Limit the time from 0 to 5.dv = 2 (t-1) dt

After integration:V = t^2 - 2t.

Now using the limits,

v = 5^2 - 2 (5)V = 25 - 10 = 15.

Hence the answer is 15m/s.