YOUR NAME. Exam 3 NOV Physics 106 -R. Schad

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1 YOUR NAME Exam 3 NOV Physics 106 -R. Schad

2 (7 This is to identify the exam version you have IMPORTANT Mark the A This is to identify the exam version you have IMPORTANT Mark the B A cable with current flowing up, An electron, right of the cable, flies away from the cable. The electron will feel a force in which direction? a) Zero force b) d) e) 4. A long, straight wire carries a current flowing right. A rectangular conducting loop lies in the same plane as the wire. In order to induce a current flowing clockwise in the loop, you have to a. Move the loop towards the wire. b. Move the loop away from the wire. c. Move the loop parallel to the wire to the right d. Move the loop parallel to the wire to the left e. impossible to get that done. /&DUCGP toll? 5. L = 5 H; = 21 V The very first moment after the switch was closed, the voltage across R2 is a) Zero V c) 14 V d) 18 v e) 21 v RI

3 6. L = 5 H; AVBattery -21- V After the switch was closed and we waited a long time, the voltage across R2 is a) Zero V c) 14 v d) 18 v e) 21 v 7. Two long straight wires cross at the origin, each carrying a current of 1 A in the direction shown. At which of the following points must the magnetic field due to the 2 wires be NOT zero? A, B, C, and D B. A and C c. A and D D. B and C E. B and D 8. A square loop of wire has sides of length 5 cm, and is completely placed in a magnetic field with magnitude given by B = 10t2, where B is in Tesla, t is in seconds. The normal of the loop area and B are parallel and pointing out of the page. At t= 4 s the magnitude of induced voltage is: 1) 100 mv 2) 400 mv 3) 200 mv 4) Zero 5) Something else e 93 2S o /ö

9. Three long wires parallel to the x axis carry currents. If the upper wire (at y = 2 m) has 4 A to the right, the middle (at y = -1 m) 3 A to the left, the lowest (at y -3 m) 1 A to the right.

4 9. Three long wires parallel to the x axis carry currents. If the upper wire (at y = 2 m) has 4 A to the right, the middle (at y = -1 m) 3 A to the left, the lowest (at y -3 m) 1 A to the right. Whåt is the net force on a 1 m long segment of the middle cable? 31 a) Zero b) 11 x 10-7 N; c) 5 x 10-7 d) 11 x 10-7 N; V e) 5 x A wire of length 1 m carries a current of 10 A in the +Y direction through a magnetic field with components BX = +2T; By = +4T; BZ =0. The magnetic force on the wire is a) Fx=20 N; Fy=40 N; Fz=ON b) Fx=o N; N; Fz=-20 N d) Fx=o N; 6=20 N; Fz=-20 N e) None of these 11. A charged particle flies Vand enters the regions with magnetic field as indicated below. In each case the particle is supposed to feel a force pointing to the right (9). The charges must be positive (+) or negative (-)? a) Qa +, Qb +, Q + 09 d) Qa Qb +, Q impossible e) Qa +, Qb -, Q impossible xxxxxx 0000 xxxxxx0000 xxxxxx

5 12. A long straight wire, perpendicular to the page passes through a uniform magnetic field [with 3 T strength] which points to the right. The net magnetic field values at points 1 and 2 are BI-net and B2-net Points I and 2 are the same distance from the wire. If IBI-netl > IB2-netl, then Uniform B-ficld 2 1 Wire l) the curent must 2) the curent must 3) the curent must be zero 4) IBI-netl > IB2-netl cannot be true for any current in the cable. 13. The figure shows three pairs of parallel plates with the same separation of 1 m, and the electric potential of each plate. Placing a positive +1 C charge 9 in the center of the electric field for each of the 3 cases would result in forces on the charges like: 200 V 400 V -20 v +200 [comparing magnitude and showing direction] (1) a) I Fil > IF21 > IF31; b) I Fll > I h I > IF31; c) IF21 > I Fil = I F31; d) > IFII= e) Something else F3 F3 9 (3) 14. The point P lies along the perpendicular bisector of the line connecting two long straight wires S and T perpendicular to the page. A set of directions A through H is shown next to the diagram. When the two equal currents in the wires aye directed one up out of the page the other down into the page, the direction of the magnetic field at P is closest to the directiop c D 10 G

6 15. In a uniform magnetic field which point to the right you place either a positive or a negative charge at rest. Which statement is correct? 1. The positive charge will experience a force to the left, the negative charge to the right. 2. Both positive and negative charge will experience a force to the left. 3. The positive charge will experience a force to the right, the negative charge to the left. 4. Both positive and negative charge will experience a force to the right. 5. Both positive and negative charge will experience no force Three charges are placed at the corners of an equilateral triangle as shown. The charges are equal in magnitude, but differ in sign as shown. What direction is the force on the charge at the top of the triangle? l) The figure shows the equipotential lines of an electric "landscape". The numbers show the level of the electric potential in Volt. A positive +1 C charge placed either at point A or point B would feel a force [direction and relative magnitude] like: 93 1) FAO > FBV 2) FAV > FB'T 3) FAO < FBV 4) FAV < FB'fr 5) o

7 Kinematics Newton's Law Conservation of Energy Energy Work Power (electrical) Coulomb force Electric field x = xo + vo t + v2 v02 + v F xo) 9.80 m/s 2 KEI + UI + KE2 + Kinetik (linear): KEIin = 1 /2 mv 2 Potential (gravity): Ug m g y W-F.d=F d coso P W/t=E/t P = 1 F ke qiq2 / r.2 E-F/q=ke volume dq 12 R = (AV)2 / R 2 along the connecting line E keq/r2 for a point charge / pointing radially Electric flux E = gradient(v) = dx Gauss Law Potential energy Potential Capacitance Charging/discharging of Capacitor surface E closedsurfice = (linside/ o = 4Ttke qinside AU -UB-UA= q] Eds = q AV AV AU/q= V = keq/r for a point charge C = Q/AV [ = A/d parallel plate C] ceq = CI + C2 +. [parallel 1/Ceq = I/CI + + l/c [series combination] combination] U = Q 2 /2C = h Q h c (AV)2 [energy stored in C] tfrc) I(t) = (AV/R) q(t) = Q e t"rc - AV/R e-t/rc

Ohm's Law Resistivity / Resistance Magnetic force Force between parallel current carrying cables Cyclotron motion [circular motion of a charge in a ma netic field Magnetic Field by a current Ampere's

8 Ohm's Law Resistivity / Resistance Magnetic force Force between parallel current carrying cables Cyclotron motion [circular motion of a charge in a ma netic field Magnetic Field by a current Ampere's Law Magnetic Flux Faraday's Law of Induction Lenz' Law Inductor LR circuit R = AV/I - = resistivi p = me / (n q2 t) [T scattering time] p = po [l + To)] [temperature dependence] 1/Req= I/RI + l/r2+ 1/R3+... [parallel] RI + R2 + R3 +. series FB=1.LxB [force on straight conductor] force on conductor se ment attractive force for same current directions. repulsive force for opposite current directions. 2m r = (mv) / (qb) o = (qb) / m * length [radius] [frequency] db = go/4tt (I ds x r) / r2 [Biot-Savart Law] B = (POI)/ 2Tta) [long straight wire] closedloop J BdA surface emf= (AV (døb/ dt) the polarity of the induced emf is such that it wants to act 'against' the cause. emf= 1 = AWR -L dl/dt - e -t/i ) 'switch on' 'switch off electron mass proton mass elementary charge Coulomb constant Permittivity of free space Permeability of free space me = 9 x kg mp = 2 x kg e = 1.6 x C ke=9x 109 Nm 2 /C 2 0 = 9 x C 2 /Nm 2 = 47t x 10-7 H/m [electron: -e ; proton: +e] [ke = 1/4Ttto]

Final on December Physics 106 R. Schad. 3e 4e 5c 6d 7c 8d 9b 10e 11d 12e 13d 14d 15b 16d 17b 18b 19c 20a

Final on December Physics 106 R. Schad. 3e 4e 5c 6d 7c 8d 9b 10e 11d 12e 13d 14d 15b 16d 17b 18b 19c 20a Final on December11. 2007 - Physics 106 R. Schad YOUR NAME STUDENT NUMBER 3e 4e 5c 6d 7c 8d 9b 10e 11d 12e 13d 14d 15b 16d 17b 18b 19c 20a 1. 2. 3. 4. This is to identify the exam version you have IMPORTANT