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Unformatted text preview: 03am! Physics lc.Quiz 1. Problem I. In Millikan’s oil drop experiment, if the electric ﬁeld between the plates was of just
the right magnitude, it would exactly balance the weight of the drop. Suppose a tiny
spherical oil droplet of radius 1.6 >< 10—4 cm carries a charge equivalent to one
electron. What electric field is required to balance the weight? (The density of oil is 0.85 g/cm3, e = 1.6 X 10"lg C.) (231.1 x 105 we b. 2.2 x 105 we 0. 4.5 x 105 NC d. 8.9 x 105 me e. 6.2 x 105 we Problem 2 1. \ﬂ A flat surface having an area of 4.8 m2 is rotated in a
uniform electric ﬁeld of magnitude E = 6.2 x 105 NC. Determine the electric ﬂux through this area (1) when
the electric ﬁeld is perpendicular to the surface and
(2) when the electric ﬁeld is parallel to the surface. .«ﬁllmmamsxmh h'7. . in“ v‘ .o 1'og—ﬂiiiﬂlfm—“E’v ¢E=3.0x106 Nmle' 2) ¢E=o Problem 3 An uncharged conducting metal spherical shell surrounds a charge +q. Find the electric ﬁeld at
radius ra ,rb, and rc Q) q q
7 E, = E :0 E =
475507;,2 h c 415042
b) E: q Eb: q E=0 ) a 4350’}: Abuser:
C
‘1 ‘1
Eu = ‘1 2 15,, = 2 EC = 2
4.1:.s‘ora 4350’}, 4:11:07;
d) Problem 4 Diagram shows the electric ﬁeld lines for
two point charges separated by a small
distance. (1) Determine the ratio q I/qz.
(2) What are the signs of q; and q:? @4 qum, qr>o
C qp‘qF‘ZB; Q2>0, qu<0
D qquT—‘m; q2>0, q1>0
E qllqa=3§ Q2>0, Cll<0
Problem 5 Two 2.0g spheres are suspended by
10,0cm long light strings (see
diagram). A uniform electric ﬁeld is
applied in the xdirection. If the spheres
have charges 5.0x10'3 c and +5.0x10"8
C, determine the electric ﬁeld intensity
that enables the spheres to be in
equilibrium at 9=10°. d) E=‘l .1x1o5 N/C (. '31
e) E=1.7x10‘5 NlC @3315
Problem 6 Two identical conducting spheres are placed with their centers 0.30 m apart One
is given a charge of 12 X 10'9C, the other a charge of 18 X 1090 (1) Find the
electrostatic force exerted on one sphere by the other. (2) The spheres are connected by a conducting wire. Find the electrostatic force between the two aﬁer
equilibrium is reached. (55 .2x10'5 N; 2) 9.0x10'7N Physics lBc Winter 2008 Quiz 2. Chapter 16 FORM D Problem 1 There is a hollow, conducting, unch sphere with a negative charge inside the
sphere. Consider the electrical po't'éﬁtﬁil at the inner and outer surfaces of the
sphere. Which of the following is true? a. The potential on the inner surface is greater.
b. The potential on the outer surface is greater. c. The . otentials on both surfaces are zer
d. The potentia s on both surfaces are equal but not zero. " Problem 2
Determine t  Problem 3 A 10.0 uF capacitor is fully charged across a 12V battery. The capacitor is then
disconnected from the battery and connected across an initially uncharged capacitor with
capacitance C. The resulting voltage across each capacitor is 3.00V. What is the value of C? a) C=2.5pF
b) C=5uF
c =0 F ‘W e) C=lp, Problem 4
Find the equivalent capacitance between points a and b in the combination of capacitors in the 4.0 “F . // I i\
diagram. ”5‘3 M1 \\
_ o” " 270,1? :3 .47.,
__ _ ~<
b) C =  1.1 \‘x‘ T [IX 13,0) 11F
c) C = 10.0 pF 1
d) c = 2.0 pF
e) C = 22.0 pF
Problem 5 A 0.251117 capacitor is connected to a 400—V battery. What potential energy is stored in
the capacitor? a._1.2 x 10‘12 J
c. 0.003 J
d. 1.0 x 10“ J
e. 0.040 J Problem 6 An electron is released from rest at the negative plate of a parallelplate capacitor. If the
distance between the plates is 5.0 mm and the potential difference between the platesis
5.0 V, with what velocity does the electron hit the positive plate? (me = 9.1 x 10'“ kg, e = 1.6 x1049 C) a. 2.6x 105 m/s
b. 2.6x 10‘m/s
c. 1.0x 106m/s
d. 5.3 x106m/s e.l.3 x10 m/s Quiz 3 Chapter 17 FORM A Problem 1 Find the drift velocity of electrons 1n a copper wire with a current I=10 A and a cross—sectional area A=3x10'6 m2. Use density of Cu, p=8. 95 gem3 (each atom of Cu contributes 1 carrier
electron) MA=63. 5g/mole d) Vd=l.'26x10 m/s
e) Vd=5. 0x10"2 m/s Problem 2
An 8 00 Q resistor is dissipating 100 watts. What is the current through the resistor, and the potential difference across it?
 ' ‘ 5 “>0
. _I_3.53 A, V=2 V SW: <‘ 3
b) I=12.5 A, V=100 V c) I=0.44 A, v=3.53 v I 317‘ =W
d) I=1.41 A, v=11.3v “”3 e) I=7.06 A, V=56.6 v Problem 3 A metal wire has a resistance of 25.00 Q under room temperature conditions of 20 °C. When the
wire is heated to 80 °C the resistance increases by 0.75 (2. What is the temperature coefficient of resistivity (a) of this metal?
K: (Lolii— Ol<T—To>j
a) a= 121110‘2 c1 b) a= 1 6x10‘2C‘ £0 = 13,0, c c11=3.1x1(_):4 " — .
:1 (1 2:21:13 ms ZSD+D1(807®1 Problem 4
A copper cable is designed to carry a current of 300 A with a power loss of 2. 00 W/m. What IS
the required radius of this cable? (Resistivity of copper is approximately p= —l .'87xlo Q m) a) r=0.077 m
b) r=7.7x10'4 m c r=0.011m
d 1=0.016m e) 1=1.5x10 m Problem 5
A microbiologist measures the total current due to potassium ions (K+) moving through a cell I membrane of a rock crab neuron cell to be 30 nA. How many ions pass through the membrane
each second? ===== a) 2.50 nmole
b) 0.050 pmole
c) 1.88 nmole d) 1.88 mole
e 0.311 pmo e Problem 6 The resistivity of copper as a function of temperature is 3givlen approximately by p= po[1 + a(T
To)] where p= —1. 7x108 Q m at T=20 °C and a= 4. 31110"3 C Find the temperature at which the
copper’ s resistivity is twice its roomtemperature value em, Peio [HMTrTQF] b 50C c) 40c #7101734. [\+ 11.3113 (7
d) 486C
e) 298C 9' 3 +70
Okih [.7X'o"8—3~9lXI65 +23 LIPS XV} (34 m3} Quiz 4: Ch 1819 . FORM C Problem 1
Find the current through the 12 S2 resistor. a I =1.23A
b 112=0.41A C) 112:3.
d) 112: 1. 65 A
C) 112:1.50A Problem 2
Find the current through R3. (El=12V,E2=3V, E3=3V, R1=1§2,R2=5§2, R3=5S2) c) 13 =’0.60 A d) 13 = 0.30 A e) 13 = 0.79 A
Problem 3 Lightbulb puzzle: Initially the switch is open. The current is the same through lightbulbs A and B whereas bulb C is obviously not glowing. What happens to the brightness of A
and B when the switch is closed. a) Brightness of A stays the same; B
decreases b) Brightness of A'increases; B stays ame c) Brightness of A increases; B
decreases d) Brightness of A decreases; B
decreases e) Brightness of A decreases, B
increases /
Identical bulbs Problem 4
A 3A current wireloop (with 100 turns) and an area of 0.2 m2 makes an angle of 30° with a magnetic ﬁeld of 0.3T. (I) Find the torque exerted on the coil. (2) What is the
direction of rotation? a) 1r=16 Nm, counterclockwise 300 b) t=9.0 Nm, counterclockwise
c) T=9.0 Nm, clockwise
d) t=l6 Nm, clockwise
e) 1:=3.0 Nm, clockwise Problems 5 A wire of negligible resistance is bent into a rectangle as shown in the diagram and a
battery and resistor are connected as shown. The righthand side of the circuit extends
into a region containing a uniform magnetic ﬁeld om pointing into the page. Find
the magnitude and direction of the net force on the circuit. a) F=0.015 N, to the ri t Bin
x x._ ‘ b) F=0.030 N, up 3.0 S! x ‘ x
c) F=0.015 N, to the left ‘
d) F=0.011 N, to the right I x x
e) F=0.03O N, down  ‘ X X Problem 6 Find the direction of the force acting on charged particles moving the various situations
shown in the diagram. a E b ”a,
a) (a) In, (b) Up, (c) Right, (d) Up and ” ”r9'u
Right +:,:;‘i WW:
b) (a) Down, (b) In, (c) No force, (d) ~13“? «. ,. : g ' ' 7T"
_ 9. :_;;_;_LJ i;;;__3
c (a) Up,(b Out (c) No force, (d) In
d) (a) p, (b) Out, (c) Down, ((1) Le (c) ”.3392“ (d) "Efrain
e) (a) Down, (b) Out, (0) No force, ((1) 1mm. 5 $1,333“:
In and Leﬁ ' K E , «fa—Ca §’/ 5:: Quiz 5: Ch 1920. FORM C Problem 1
In the diagram the current in the long, straight wire is Il=5.00 A and the wire lies in the plane of the rectangular loop which carries a current of 10.0 A. The dimensions shown
are c=0. 100 m, a=0.150m and 1=0.450 m. Find the magnitude and direction of the net force exerted by the magnetic ﬁeld due to the straight wire on the loop. . a) Fm=5.40x10'5Ntothe right
b F.=l.35x10‘5Ntotheleft .. ‘ [,1
e) Fn¢g=0 N _ n . "Irruaﬁa'v1._5.: yWpgpv :_..  . ;.. ., . ue Problem 2
What current is required in the windings of a long solenoid that has 1000 turns uniformly distributed over a length of 0.400 m in order to produce a magnetic ﬁeld of magnitude
1.00x10'4 ’T at the center of the solenoid? . a I=79.6inA c) I = . ‘ d) I= 1.40 A e) I = 0.20 A
Problem 3 A wire loop of radius 0.30 m lies so that an external magnetic ﬁeld of magnitude 0.30 T
is perpendicular to the loop. The ﬁeld reverses its direction and its magnitude changes to
0.20 T in 1.5 5. Find the magnitude of the average induced emf in the loop during this time. a) s=19mV
b) a=38mV Problem 4 A cube of edge length l=2.5 cm is position as shown in the diagram. There is a uniform
magnetic ﬁeld throughout the region with components Bx=+5.0 T, B,=+4.0 T, Bz=+3.0 T.
Calculate the ﬂux through the shaded face of the cube. a) d>g=4.3x10'3Tm2
b) <1>.3=2.5x10'3 rm2
c) <1>;,=1.9x10'3 Tm2
d <1>=1.()xio'3rm2 e) d>g=3.lx10'3 Tm2 Problem 5
A 300 turn solenoid with a length of 20 cm and a radius 1.5 cm initially carries a current of 2.0 A. A second coil of 4 turns is wrapped tightly about this solenoid so that itcan be considered to have the same radius as the solenoid. Find the magnitude of the average
induced emf 1n the coil when the current in the solenoid mereases to 5.0 A m a period of 0.905. a) e=10p.V
b) e=30uV
c) e=3.6p.V d) e=54 V Problem 6 A Boeing 747 jet with a wingspan of 60.0 m is ﬂying horizontally at a speed of 300 m/s
at a location where the Earth’s magnetic ﬁeld is 50.0 pT directed 58° below the
horizontal. What voltage is generated between ‘the wingtips? b) s=0.477V
c) s=1.51V
d) e=0.050V e) e=9.12V ,’ ...
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