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10201.

3.What are the negatively charged particles present in the outer part of atoms4. Is human body a good or a bad conductor of electricity?stegt charge on a body

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3. Negatively charged particles are called electrons.4. The human body is a good conductor of electricity. As our body cells contain various ions like sodium ion, potassium ion, chloride ion etc which have the tendency to conduct electricity and this makes our body a good conductor of electricity.

10202.

The ratio of the S.I unit of pressure to the C.G.S unit of pressure is_

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10203.

An electron of energy 150eV has wavelength of 10^-10m. The wavelength of a 0.60 keV electron is_

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We know that wavelength of an electron is given by the relation,

λ = h/√2mV

where,

h = planks constant

m = mass of electron

V = energy of the electron,

keeping h and m constant, we have,

λ ∝ 1/√V

=> λ₂/λ₁ = √(V₁/V₂)

=> λ₂ = 10⁻¹⁰ x √(150/600)

=> λ₂ = 10⁻¹⁰ x 1/2 = 0.5 x 10⁻¹⁰ m

Hence the wavelength of 0.60 keV electron will be 0.5 x 10⁻¹⁰ m

10204.

betwe encon vertian factos for eneunitand-CG.s. Unit

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Unit of energy is joule = kg*m²/s²Joule is a MKS unit and erg is a CGS unitMKS = CGS1 m = 100 cm1 s = 1 s1 kg = 1000 gmFrom above :1 joule = 1 kg*m²/s² = 1000 * 10000 / 1 cm*m²/s²= 10^7 gm*cm²/s² = 10^7 ergSo, 1 joule = 10^7 erg

10205.

1. Three particles of masses 1-0 kg, 2-0 kg and 30 kgare 3.placed at the corners A, B and C respectively of anequilateral triangle ABC of edge 1 m. Locate the centreof mass of the system.

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10206.

which are the industrial use of acid?

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Ans :- Industrial Uses for Acids and Bases. The most commonly made industrial chemical in the world, sulphuric acid hasnumerous applications across industries. Companies make it as a precursor to phosphoric acid, which, in turn,findsuse in detergents and phosphate fertilizers.

Sulfuric acid is used to makeother chemicals, reduce corrosion, refine oil and create fertilizers. Nitric acid is used to make explosives,dyesand fertilizers. Hydrochloric acid is used in science labs all over, and is used to make PVC, food products and helpextractmetals. It's also the acid in your stomach.

10207.

Example 15.3 A steel wire O.72 m longhas a mass of 5.0 x10^(-3)s kg. If the wire isunder a tension of 60 N, what is the speedof transverse waves on the wire?

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Mass per unit length of the wire,0.72 m

μ = 5.0×10−3kg

= 6.9 ×10–3kg m–1

Tension, T = 60 N

The speed of wave on the wire is given by,v=C√T/ μ

√ (60)/ (6.9x10-3kgm-1) = 93ms-1

10208.

The frequency of a radiation having a wave num-ber of 2 x 10" cm1 will be

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f=c*wave numberf=3*10^8*2*10^14*10^-2(as it needs to be converted to metres)f=6*10^20sec^-1

10209.

rubbing ?13. NaCl molecule is bound due to the electric force betweenthe sodium and the chlorine ions when one electron ofsodium is transferred to chlorine. Taking the separationanybetween the ions to be 2.75 X 10cm. find the force ofattraction between them State the sumptionthat you have made.gravitational forces

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10210.

Which one of the following processes isnot a part of long-wave radiation?(a) Conduction(b) Scattering(c) Convection

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The process ofscattering occurswhen small particles and gas molecules diffuse part of the incoming solarradiationin random directions without any alteration to thewavelengthof the electromagneticenergy. Scattering does, however, reduce the amount of incomingradiationreaching the Earth's surface.

10211.

What is polarisation of light?

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Polarization is a property applying to transverse waves that specifies the geometrical orientation of the oscillations. In a transverse wave, the direction of the oscillation is perpendicular to the direction of motion of the wave.

Polarization is the property of wave that can oscillate with more than one orientation. A light wave that is vibrating in more than one plane is referred to as unpolarised light. The process of transforming unpolarized light into polarized light is known as polarization of light.

10212.

\begin{array} { l } { \text { Define diectric polarisation. Find the relation } } \\ { \text { between } \vec { P } \text { , } \vec { E } \text { and } \vec { D } \text { , where the symbols have } } \\ { \text { usual meaning. } } \end{array}

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Let us derive the relation between polarization vector (P), displacement (D) and electric field (E):In the last article of polarization, we have discussed about the effect on dielectric placed in an external electric field E0and there will be electric field due to polarized charges, this field is called electric field due to polarization (Ep). (You can see the figure in that article).Rewrite equation (1) of that article, that is:E = E0– Ep(1)Polarization vector, P = P is equal to the bound charge per unit area or equal to the surface density of bound charges (because surface charge density is charge per unit area),Thus P = qb/A = σp(2)Where qbis bound charge and σpis surface density of bound charges.P is also defined as the electric dipole moment of material per unit volume.P = npwhere n is number of molecules per unit volume.Displacement vector, D= D is equal to the free charge per unit area or equal to the surface density of free charges,Thus D = q/A =σ(3)where q is free charge and σ is surface density of free charges.As for parallel plate capacitor (already derived in earlier articles):E = σ /ε0(4)Ep= σp/ε0(5)By substituting equations 4 and 5 in equation 1, we getE = σ /ε0– σp/ε0Or ε0E = σ – σ0By putting equations 2 and 3 in above equation, we getε0E = D – Por D = ε0E + PThis is the relation between D, E and P.

Dielectric polarizationis the term given to describe the behavior of a material when an external electric field is applied on it.

10213.

3. The property for which the longitudinal andtransverse waves are distinguished, that is:(a) reflection (b) interference(c) tetraction (d) polarisation

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10214.

Exomple 4.2 Find the magritude anddirectiom of the resultant of two vectors Aand B in terns of thelr magnitudes andangle o between them.

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10215.

2.Aissodthecondtimbfromin10oor tominlocifin 5minsurroundsurtonthen whenlotc ?at

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Here, Initial temperature ( Ti) = 80°C Final temperature ( Tf) = 50°C Temperature of the surrounding ( To) = 20°C t = 5 min A/C to Newton's law of cooling

Rate of cooling ( dT/dt) = K[ (Ti+Tf)/2 - To] ( Tf - Ti)/t = K[ ( 80 + 50)/2 - 20]( 80-50)/5 = K[ 65 - 20]6 = K× 45 K = 6/45 = 2/15

in second condition, initial temperature ( Ti) = 60°C Final temperature ( Tf) = 30°C Time taken for cooling is t A/C Newton's law of cooling ( 60 - 30)/t = 2/15 [ (60+30)/2 -20]30/t = 2/15 × 25 30/t = 50/15 = 10/3 t = 9 min

10216.

Tior equorl forces have thelr reswhout ang1 Sincined

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10217.

The resistances ci 0.05 M NaOH solution is 31.6 Ί and its cell constant is 0.357 cm-1Caicuiate its conductivity and molaz conductivity

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Conductivity= Conductance × cell constant= 1/Resistance × cell constant= 1/31.6 × 0.357 = 0.011 S

Molar conductivity= 1000× conductivity/ Molarity= 1000× 0.011/0.05 = 220S cm² mol^-1

thanx bhai

10218.

Example 6.8 To simulate car accidents, automanufacturers study the collisions of movingcars with mounted springs of different springconstants. Consider a typical simulation witha car of mass 1000 kg moving with a speed18.0 km/h on a smooth road and collidingwith a horizontally mounted spring of springconstant 6.25 × 103 N m-1, what is themaximum compression of the spring?

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let max compression is x m ...

m = 1000 kg ....

v = 18 km / hrs = 5 m / s ....

k = 6250 N / m ....

when the car collides wid the spring ..

the energy in car is KE = 1 / 2 * m * v^2...

energy of spring = 1 / 2 * k * x^2..

Now ... 1 / 2 * m * v^2= 1 / 2 * k * x^2

----> 1000 * 25 = 6250 * k^2

----> k^2= 4

----> k = 2 m ... (ans) ...

10219.

Example 38. To simulate car accidents, auto manufacturers study the collisions of moving cars with mounted springsof different spring constants. Consider a typical simulationwith a car of mass 1000 kg moving with a speed 18.0 kmhon a smooth road and colliding with a horizontally mountedspring of spring constant 6.25x 10 Nm What is themaximum compression of the spring?-1INCERT]

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The direction of friction is not always in the direction of motion in case of rolling. It depends on the net velocity of the lowermost point ,ie, translational velocity of COM – rotational velocity (wR)If v-wR > 0, then friction acts opposite to direction of motionv – wR < 0, then it acts in the direction of motion.

In this question, you can assume either of the two directions of motion because we are applying conservation of energy and the work done by friction woud be same in both cases.

10220.

ary C, as shown in theConsider two surfaces S, &amp; S2 sharing the same open circular boundfare. Iris, and %, are the magnetic flux through these surfaces thenC

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post the complete question and the diagram

sry for this

10221.

14. The internal energy of a gas is given by U# 1.5 pV. Itexpands from 100 cm to 200 cm against a constantpressure of 1-0x 10 Pa. Calculate the heat absorbed bythe gas in the process.

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10222.

notes of science chapter electricity

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1

2

3

10223.

(d) it moves in a circular pal.4. Consider two observers moving with respect to eachother at a speed v along a straight line. They observe ablock of mass m moving a distance l on a rough surface.The following quantities will be same as observed by thetwo observers(a) kinetic energy of the block at time t(b) work done by friction(c) total work done on the block(d) acceleration of the block.9.

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10224.

What is the relation between the total heat absorbed and work done by a system in a cycle process?

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Heat extracted Q1 from the source is more and heat rejected Q2 to the sink less

10225.

A cyclist moves in such a way that he takes 72°turn towards left after travelling 200 m in straightline. What is the displacement when he takes justtakes fourth turn?

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The answer will be 200m .he turns after every 200m making an angle of 72° .by the time he take fifth turn he would have made a regular polygon(polygons having equal side and angles )so his displacement will be the last side of polygon form which is going to be 200m.Each of angle of polygon is 72°and in this case side is 200m.

10226.

a) Why enthalpy of neutralization of a strong acid and a strong base isalways constant e.g. 57.1 kJ mol-1 for HCl and NaOH?

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Thestandardheat of neutralization is constant for a strong acid and a strong base.

The strong acid for example HCl is already in ionized form(in polar solvent like water(default)) as H+ and Cl- ions .

Likewise, strong base like NaOH is also in ionized form as OH- ions and Na+ ions.

When you mix them in standard concentrations, the Na+ ions and Cl- ions remain as ions in new mixture but H+ and OH- ions combine to form water.

H+ And OH- gives H2O

The formation of water is exothermic in nature and releases same amount of heat for any strong acod and base as the concentrations of H+ and OH- will be equal in standard concentrations.

Like my answer if you find it useful!

10227.

OBJECTIVE III. A heavy stone is thrown from a cliff of height h in a(c) must be independent of the speed of projectiongiven direction. The speed with which it hits the ground (d) may be smaller than the speed of projection.(a) must depend on the speed of projection2. The total work done on a particle is equal to the chang(b) must be larger than the speed of projectionin its kinetic energy(a) always

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10228.

8.A 20 kg body is pushed horizontally with just enough force to start it moving across a floor and thesame force continues to act afterwards. The coefficient of static friction and sliding friction are 0.7 and0.6 respectively. The acceleration of the body is(A) 6 m/s2(B) 4.9 m/s2(C) 3.92 m/s(D) 1 m/s2

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A 60 kg body is pushed horizontally with just enough force to start it moving across a floor and the same force continues to act afterwards. the coefficient of static friction and sliding friction are 0.5 and 0.4 respectively. the acceleration of the body is

here is the solution for a similar ques, just substitute numerical values of your doubt and proceed accordingly-

10229.

A body projected up with a velocity u reaches a height'h'. To reach double the height, it must be projected upwith a velocity of1) 24 2003) dzu 45NIE

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option 3 is the correct answer

option 3 is correct answer

option 3 is correct

2u is the right answer

10230.

A car is going isof 2V6 m/s . What is the actual speed of the bus?A) 4 ms-14.south with a speed of 5 m/s. To a man sitting in car a bus appears to moves towards west with a speedB) 3 msC) 7 msD) none of these

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thanks mama

10231.

A 20 kg body is pushed horizontally with just enough force to start it moving across a floor and thesame force continues to act afterwards. The coefficient of static friction and sliding friction are 0.7 and0.6 respectively. The acceleration of the bod is

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As we know that static friction = coefficient of static friction * normal reaction of the bodythat is friction = (u)Nalso N=(m)(g) =20* 10 = 200 N ( By just taking g= 10 m/s^2static friction = 0.7 * 200 = 140 Nwhen the external force will be applied on body .it will be start moving so in this case kinetic friction= 0.6 * 200 = 120 N

so the net force will be difference of both type of friction = 140-120 = 20 Nwe know thatF= ma soa=F/mso by butting values 20/20 =1 m/s^2

10232.

tan(312)(A)A man moves towards 3 m north then 4m towards east and finally 5 m towards 37e south of west. Hdisplacement from origin is19.(D)5 m

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10233.

torteo, d RN.gt eacy,"づoven an additarial change.-6What all be flae, now oreo, be ween-fhumortte-SAC,

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10234.

tomagnetic field B - 13+41+k) exists in region of space. Aa wire of radius 1 m carrying current 1 A having its centre alacer y plane as shown in fig. The force on semiciroular(0) -11

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option D is the correct answer

d) is the correct answer

c) is the correct answer

10235.

The earth attracts an apple. Does the apple attract the earth ? If it does, why doesthe earth not moves towards the apple? Give expression for same.e

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If the earth attracts apple the apple also attracts the earth with equal force (in opposite direction) see, at our level its because earth has too much mass as compared to apple and the earth applies not much but some force on apple so it's not possible for earth to move towards apple.

But , theory of general relativity , its clearly said that there is no such thing as gravity , the earth is in a fabric of space time and ground along with everything on it accelerates up.

So , mass of Apple is less and force applied by earth on apple is less so the apple cannot attract the earth toward itself using that much force

10236.

(i) halveuate two applications of universa) lavw of gravitatnft a stone held in our hand is released, it talls towarde the artendate the force of gravitation between two nbjects of masses 50 kg ind ii ks tecedistance of lo m trom one another tavitatonal cinstank, 2x1What is the force of gravily on a body of mass 150 g iying on the sitarethe eth

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Do you want answer with the procedure or particularly the answer ?

Yes u can give answers step by step

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Hard to copy all questions but got top 10 questions from that only for you :question_answer1) When did the French Revolution begin?

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10237.

6. How can you distinguish a plane mirror, a convex mirror and a concave mirror withouttouching?tarine and are 13 and 15 rocnartialwhichthe

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10238.

How can a metal sphere be charged positively without touching it?

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Takemetallicball mounted on a insulating stand.

Bring negativelychargedrod near (without touchingit) themetallicball.

Positive chargesare induced near the negativelychargedrod.

Connect themetallicball to the ground.

The negativelychargedelectrons moves to the ground.

10239.

Example 1.1 How can you charge a metal sphere positively withouttouching i12

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Take metallic ball mounted on a insulating stand.

Bring negatively charged rod near (without touching it) the metallic ball.

Positive charges are induced near the negatively charged rod.

Connect the metallic ball to the ground.

The negatively charged electrons moves to the ground.

Disconnect earthing, remove negative recharged rod.

The positive charge gets uniformly distributed in the metallic ball.

10240.

A point move in straight line so that its displacement x m at time t sec is given byx-1+t. itsacceleration in m/sec at a time t sec is[21]

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x^2=t^2+1

taking its differentiation,

2x*(dx/dt)=2t

x*(dx/dt)=t

again taking differentiation for acceleration,

x*(d^2x/dt^2) + (dx/dt)^2= 1

x*(d^2x/dt^2) = 1 –(dx/dt)^2

x*(d^2x/dt^2) = 1 – (t/x)^2 (becausex*(dx/dt)=t)

(d^2x/dt^2) = (1 – (t/x)^2)/x

(d^2x/dt^2) = 1/x – t^2/x^3

put t2= x2-1

(d2x/dt2) = 1/x3

tarun how can you give the answer in terms of x

10241.

INTEGER:18. The reading of a spring balance when a block is suspended from it in air is 60 N. This reading ischanged to 40 N when the block is submerged in water. The specific gravity of block is

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10242.

l Du lhloved to raise the centre ofl in which a tray of mass M, carrying a cubicalConsider a gravity free hablock of ice of mass m and edge L, is at rest in the middle of the figure. Ifthe ice melts, by what distance does the centre of mass of the tray plus theice system descend25.t

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10243.

Solve 24x &lt; 100, when(i)1.xis a natural number.

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10244.

20. The temperature of a body on Kelvin scale is found to be x K. When it is measured by Fahrenheitthermometer, it is found to be x F, then the value of xis1) 402) 3133) 574.254) 301.25

Answer»

Relation between Kelvin and Fahrenheit scale is given by K-273/100=F-32/180

here , The temperature of a body on Kelvin scale is found to be x K and when it is measured by fahrenheit thermometer it is found to be x°F so, put K = x , and F = xso, (x - 273)/100 = (x - 32)/180

(x - 273)/5 = (x - 32)/9

9x - 273 × 9 = 5x - 160

9x - 5x = 2457 - 160

4x = 2297

x = 574.25

10245.

वि की. को e oY की न कर रा3. कोलॉइडी कणों द्वारा प्रकाश के प्रकीर्णन कोकहा जाता है किन कि ५2 S P

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Tyndall EffectThe scattering of light in a colloidal solution is an example of Tyndall's effect.

10246.

Platyhelminthes

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The flatworms, flat worms, Platyhelminthes, Plathelminthes, or platyhelminths are a phylum of relatively simple bilaterian, unsegmented, soft-bodied invertebrates

10247.

7.5.3 PLATYHELMINTHES

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The flatworms, flat worms, Platyhelminthes, Plathelminthes, or platyhelminths are a phylum of relatively simple bilaterian, unsegmented, soft-bodied invertebrates

10248.

what is electric intensity

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Electric intensityis the strength ofelectricfield at a point.Electric intensityat a point is defined as the force experienced. per unit positive charge at a point placed in theelectricfield. or. It may also be also defined as the electrostatic force per unit.

10249.

Incline so tnaし 11 may remam m qu1. Two particles A and B, each having a charge Q, areplaced a distance d apart. Where should a particle ofcharge q be placed on the perpendicular bisector of ABso that it experiences maximum force? What is themagnitude of this maximum force ?

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10250.

Q,t A point charge of +8uC experiences a force of 2000 N at a point. What is the electricintensity at that point?

Answer»

The intensity at the given point will be

E=F/ q ;

So from the given formula the intensity of the given point will be

E= 2000/8*10^-6;

Which is equal to

E= 2.5 *10^8 Newton/coulomb;