Electric charges and fields
Case Study type Questions of chapter 1 physics
Case Study MCQ’s class 12 physics chapter 1 Electric charges and fields
1) Charge on a body which carries 200 excess electrons is:
A) -3.2 x 10^-18 C
B) 3.2 x 10^18 C
C) -3.2 x 10^-17 C
D) 3.2 x 10^-17 C
3) Charge is -A) Transferable
B) associated with mass
C) conserved
D) All of the above
4) A body is positively charged, it implies that:
A) there is only a positive charge in the bodyB) there is positive as well as negative charge in thebody but the positive charge is more than negativechargeC) there is equally positive and negative charge in thebody but the positive charge lies in the outer regions
D) the negative charge is displaced from its position
5) On rubbing, when one body gets positivelycharged and other negatively charged, theelectrons transferred from positively charged bodyto negatively charged body are:
A) valence electrons only
B) electrons of inner shellsC) both valence electrons and electrons of the innershell.D) None of the above
2) Electric field strength is proportional to the density of linesof force i.e., electric field strength at a point is proportional tothe number of lines of force cutting a unit area elementplaced normal to the field at that point. As illustrated in givenfigure, the electric field at P is stronger than at Q :
1) Electric lines of force about a positive point
charge are:A) Radially inwardsB) Circular clockwiseC) Radially outwardsD) Parallel straight lines
2) Which of the following is false for electric lines of force?
A) They always start from positive charge and terminateon negative charges.B) They are always perpendicular to the surface of acharged conductor.C) They always form closed loops.D) They are parallel and equally spaced in a region ofuniform electric field.
3) Electric field lines are curved:
A) in the field of a single positive or negativechargeB) in the field of two equal and oppositecharges.C) in the field of two like charges.D) Both B and C
4) Which one of the following patterns ofelectric line of force is not possible in field dueto stationary charges?
5) The figure below shows the electric fieldlines due to two positive charges. Themagnitudes EA, EBand EC of the electric fieldsat point A, B and C respectively are related as
(a) EA>EB>EC(b) EB>EA>EC(c) EA=EB>EC(d) EA>EB=EC
3) Smallest charge that can exist in nature is thecharge of an electron. During friction it is only thetransfer of electron which makes the body charged.Hence net charge on any body is an integral multipleof charge of an electron (1.6 x 10^-19 C) i.e., q=±newhere r= 1, 2, 3, 4 ….Hence no body can have a charge represented as 1.8e, 2.7e, 2e/5, etc.Recently, it has been discovered that elementary particles suchas protons or neutrons are elemental units called quarks.
1) Which of the following properties is not satisfiedby an electric charge?
A) Total charge conservation.B) Quantization of chargeC) Two types of chargeD) Circular line of force
2) Which one of the following charges ispossible?A) 5.8 x 10^-18 CB) 3.2 x 10^-18 CC) 4.5 x 10^-19 CD) 8.6 x 10^-19 C
3) If a charge on a body is 1 nC, then how manyelectrons are present on the body?A) 6.25 x 10^27B) 1.6 x 10^19C) 6.25 x 10^28D) 6.25 x 10^9
4) If a body gives out 10^9 electrons every second,how much time is required to get a total charge of1C from it?A) 190.19 yearsB) 150.12 yearsC) 198.19 yearsD) 188.21 years
5) A polythene piece rubbed with wool isfound to have a negative charge of 3.2 x10^-7C . Calculate the number of electronstransferred.A) 2 x 10^12B) 3 x 10^12C) 2 x 10^14D) 5 x 10^14
4) When electric dipole is placed in uniform electric field, itstwo charges experience equal and opposite forces, whichcancel each other and hence net force on electric dipole inuniform electric field is zero. However these forces are notcollinear, so they give rise to some torque on the dipole. Sincenet force on electric dipole in uniform electric field is zero, sono work is done in moving the electric dipole in uniform electricfield. However some work is done in rotating the dipole againstthe torque acting on it.
1) The dipole moment of a dipole in a uniformexternal field Ē is p. Then the torque τ acting onthe dipole is:A) τ=p x EB) τ = P. ĒC) τ = 2(p + Ē)D) τ = (P + E)
2) An electric dipole consists of two oppositecharges, each of magnitude 1.0 μC separated by adistance of 2.0 cm. The dipole is placed in anexternal field of 10^5N/C -1. The maximum torque onthe dipole is:-A) 0.2 x 10^-3 NmB) 1 x 10^-3 NmC) 2 x 10^-3 NmD) 4 x 10^-3 Nm
3) Torque on a dipole in uniform electric field isminimum when θ is equal to :-A) 0°B) 90°C) 180°D) Both A and C
4) When an electric dipole is held at an angle ina uniform electric field, the net force F andtorque τ on the dipole are:-A) F= 0, τ = 0B) F≠0, τ≠0C) F=0, τ ≠ 0D) F≠0, τ=0
5) An electric dipole of moment p is placed in an electricfield of intensity E. The dipole acquires a position such thatthe axis of the dipole makes an angle with the direction ofthe field. Assuming that potential energy of the dipole tobe zero when 0 = 90°, the torque and the potential energyof the dipole will respectively be:-A) pEsinθ, -pEcosθB) pEsinθ, -2pEcosθC) pEsinθ, 2pEcosθD) pEcosθ, – pEsinθ
5) Net electric flux through a cube is the sum of fluxesthrough its six faces. Consider a cube as shown in figure,having sides of L= 10.0cm. The electric field is uniform, has amagnitude E = 4.00 x 10^3 N/C and is parallel to the xyplaneat an angle of 37° measured from the x-axis towardsthe +y- axis .
1) Electric flux through surface S6 isA) -24 N m²/CB) 24 N m²/CC ) 32 N m²/CD) -32 N m²/C
2) Electric flux passing through surface S1 is :A) -24 N m²/CB) 24 N m²/CC) 32 N m²/CD) -32 N m²/C
3) The surfaces that have zero flux are :A) S1 and S3B) S5 and S6C) S2 and S4D) S1 and S2
4) The total net electric flux through all faces ofthe cube is :A) 8 N m²/CB) -8 N m²/CC) 24 N m²/CD) zero
5) The dimensional formula of surface integralE.ds is :A) [ ML² T-² A^-1]B) [ ML^3 T^-3]C) [M^-1L^3 T^-3A]D) [ M L^3 T^-3A^-1]
6) Figure (a) shows an uncharged metallic sphere on an insulatingmetal stand. Bring a negatively charged rod close to the metallicsphere, as shown in Fig. (b). As the rod is brought close to the sphere,the free electrons in the sphere move away due to repulsion and startpiling up at the farther end. The near end becomes positively chargeddue to deficit of electrons. This process of charge distribution stopswhen the net force on the free electrons inside the metal is zero.Connect the sphere to the ground by a conducting wire. The electronswill flow to the ground while the positive charges at the near end willremain held there due to the attractive force of the negative chargeson the rod, as shown in Fig. (c). Disconnect the sphere from theground. The positive charge continues to be held at the near end.Remove the electrified rod. The positive charge will spread uniformlyover the sphere as shown in Fig. (e) . In this experiment, the metalsphere gets charged by the process of induction and rod does notloose any of its charge.
1) What do you call the process of charging aconductor by bringing it near another chargedobject?A) InductionB) PolarisationC) NeutralizationD) Conduction
2) The negatively charged balloon is brought near the twocans. What happens?
A) the negative charges in can B move towards the balloonB) the negative charges in can A move away from theballoonC) the positive charges in can B move towards the balloonD) the positive charges in can A move away from theballoon
3) Transferring a charge without touching is-A) ConductionB) InductionC) GroundingD) Friction
4) Due to electrostatic induction in aluminiumrod due to charged plastic rod, the total chargeon the aluminium rod isA) ZeroB) PositiveC) NegativeD) None of these
5) If we bring charged plastic rod near neutralaluminium rod, then rods will -A) Repel each otherB) Attract each otherC) Remain their positionD) Exchange charges
7) When a glass rod is rubbed with silk, the rod acquires one kind ofcharge and the silk acquires second of the charge. This is true forany pair of objects that are rubbed to be electrified. Now if theelectrified glass rod is brought in contact with silk, with which it wasrubbed, they no longer attract each other. They also do not attract orrepel other light objects as they did on being electrified. Thus, Thecharges acquired after rubbing are lost when the charged bodiesare brought in contact. What can you conclude from theseobservations? It just tells us that unlike charges acquired by theobjects neutralise or nullify each others effect. Therefore the chargeswere named as positive and negative by theAmerican scientist Benjamin Franklin. We know that when we add apositive number to a negative number of the same magnitude, thesum is zero. This might have been the philosophy in naming thecharges as positive and negative. By convention, the charge on a glassrod or cats fur is Called positive and that on plastic rod or silk is termednegative. If an object possesses and electric charge, it is said to beelectrified or charged. When it has no charge it is said to be neutral.
1) When you charge a balloon by rubbing it onyour hair this is an example of what method ofcharging?A) FrictionB) ConductionC) GroundingD) Induction
2) Neutral atoms contain equal numbers ofpositive_ and negative_A) Electrons and protonsB) Protons and electronsC) Neutrons and electronsD) Protons and neutrons
3)Which particle in an atom can you physicallymanipulate?A) ProtonsB) ElectronsC) Neutrons
D) you can't manipulate any particle in an atom
4) If a negatively charged rod touches aconductor, the conductor will be charged bywhat method?A) FrictionB) ConductionC) InductionD) Convection
5) A negatively charged rod is touched to thetop of an electroscope, which one is correct inthe given figure :-
8) Gauss’s law and coulombs law, although expressed in differentforms, are equivalent ways of describing the relation betweencharge and electric field in static conditions. Gauss’s law is ε0 Φ =qencl. , when qencl. is the net charge inside an imaginary closedsurface called Gaussian surface. ∮E.dA gives the electric fluxthrough the Gaussian surface. The two equations hold only whenthe net charge is in vacuum or air.
1) If there is only one type of charge in theuniverse, then -A) ∮ E.dA not equal to 0B) ∮E.dA could not be definedC) ∮E.dA = infinity if charge is insideD) ∮E.dA = 0 if charge is outside, ∮ E.dA = q/ε0 if charge is inside
2) What is the nature of Gaussian surfaceinvolved in Gauss law of electrostatic?A) MagnitudeB) ScalarC) VectorD) Electrical
3) A charge 10 microC is placed at the centre of ahemisphere of radius R = 10cm as shown. Theelectric flux through the hemisphere (in MKS units)is -A) 20 x 10^5B) 10 x 10^5C) 6 x 10^5D) 2 x 10^5
4) The electric flux through a closed surfacearea S enclosing charge Q is φ. If the surfacearea is doubled, then the flux is -A) 2φB) φ/2C) φ/4D) φ
5) A Gaussian surface encloses a dipole. Theelectric flux through this surface isA) q/ ε0B) 2q/ ε0C) q/ 2 ε0D) zero
9) In practice, we deal with charges much greater in magnitudethan the charge on an electron, so we can ignore the quantumnature of charges and imagine that the charge is spread in aregion in a continuous manner. Such a charge distribution isknown as continuous charge distribution. There are three typesof continuous charge distribution: i) Line charge distribution ii)Surface charge distribution iii) Volume charge distribution.
1) Statement 1: Gauss’s Law can’t be used tocalculate electric field near an electric dipole.Statement 2: Electric dipole don’t have symmetricalcharge distribution.A) statement 1 & 2 are trueB) statement 1 is false but statement 2 is trueC) statement 1 is true but statement 2 is falseD) Both statements are false.
2) An electric charge of 8.85 x 10^-13 C isplaced at the centre of a sphere of radius 1m.The electric flux through the sphere is -A) 0.2 Nm²/CB) 0.1 Nm²/CC) 0.3 Nm²/CD) 0.01 Nm²/C
3) The electric field within the nucleus is generallyobserved to be linearly dependent on r. So
A) a=0
B) R/2C) a=RD) a= 2R/3E is proportional to r4) What charge would be required to electrify asphere of radius 25cm so as to get a surfacecharge density of 3/Π C/m²?A) 0.75CB) 7.5CC) 75CD) zero
5) The SI unit of linear charge density is-A) CmB) C/mC) C/m²D) C/m^3
10) Surface charge density is defined as charge per unitsurface area of surface charge distribution, i.e, sigma= dq/dS. Two large, thin metal plates are parallel and close to eachother. On their inner faces, the plates have surface chargedensities of opposite signs having magnitude of 17.0 x10^-22C/ m² as shown. The intensity of electric field at apoint is E = sigma/2 ε0, where ε0 = permittivity of free space.
1) E in outer region of the first plate is (I) :A) 17 x 10^-22 N/CB) 1.5 x 10^-25 N/CC) 1.9 x 10^-10 N/CD) zero
2) E in outer region of the second plate (III) :A) 17 x 10^-22 N/CB) 1.5 x 10^-25 N/CC) 1.9 x 10^-10 N/CD) zero
3) E between the plates (II) :A) 17 x 10^-22 N/CB) 1.5 x 10^-25 N/CC) 1.9 x 10^-10 N/CD) zero
4) The ratio of E from right side of B at a distance2cm and 4 cm, respectively isA) 1:2B) 2:1C) 1:1D) 1: root 2
5) In order to estimate the electric field due to athin infinite plane metal plate, the Gaussiansurface considered isA) SphericalB) CylindricalC) Straight lineD) None of these
For Answers & Explanation click below-
Answers -
I)1. C, 2. A, 3. D, 4. B, 5. A II) 1. C, 2. C, 3. D,4. C, 5 A III) 1.D, 2. B, 3. D, 4. C, 5. A, IV) 1. A, 2. C, 3. D, 4. C, 5. A V) 1. D, 2. A, 3. C, 4. D, 5. D VI) 1. A, 2. B, 3. B, 4. A, 5. B VII) 1. A, 2. B, 3. B, 4. B, 5. C VIII) 1. D, 2. C, 3. C, 4. D, 5. D IX) 1. A, 2. B, 3. C, 4. A, 5. B X) 1. D, 2. D, 3. C 4. C, 5. B
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