. 6.33 In Figure P.6.4, VB = 12.0 V, R1 = 100.0 N, R2 = 55.0 N, R3 = 75.0 N, %3D R1 VB R2 R4 R3 Figure P.6.4. Figure for Problem 6.33. aid R4 = 15.0 N. What is the current through and voltage across each resistor?

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Only question 6.33
a force on each other
F =
27T d
Using the right-hand-rules for the magnetic force and the magnetic field of a
(6.127)
current-carrying wire, explain why this force is attractive for parallel currents
and repulsive for antiparallel currents26.
6.31 What current is required to create a magnetic field of 1.00 T in a 100-turn
solenoid of length 5.0 m with air (K 1) in the center?
6.32 You have two coils of wire; the first has a radius of 12.0 cm, a length of
1.0 m, and 50 turns; the second has a radius of 5.0 cm, a length of 1.0 m, and
80 turns. You place the 5.0-cm coil inside the 12.0-cm coil, such that they form
concentric (i.e., same-center) cylinders. If a current of 55.0 mA is placed through
the outer coil, how much current must be created in the inner coil such that the
magnetic field at the center of the inner coil is zero?
6.33 In Figure P.6.4, VB = 12.0 V, R1 = 100.0 N, R2 = 55.0 N, R3 = 75.0 N,
R1
VB
R2
R4
R3
Figure P.6.4. Figure for Problem 6.33.
aid R4 = 15.0 N. What is the current through and voltage across each resistor?
.34 In Figure P.6.5. what value must R have if the circuit is to have a current
of 50.0 mA?
= 75.0 N,
= 100.0 N, R2 = 55.0 N, R3
0.35 In Figure P.6.6, VB = 12.0 V, R1
deng
00 In Figure P.6.7, what value must R have if the battery is to experience a
Transcribed Image Text:a force on each other F = 27T d Using the right-hand-rules for the magnetic force and the magnetic field of a (6.127) current-carrying wire, explain why this force is attractive for parallel currents and repulsive for antiparallel currents26. 6.31 What current is required to create a magnetic field of 1.00 T in a 100-turn solenoid of length 5.0 m with air (K 1) in the center? 6.32 You have two coils of wire; the first has a radius of 12.0 cm, a length of 1.0 m, and 50 turns; the second has a radius of 5.0 cm, a length of 1.0 m, and 80 turns. You place the 5.0-cm coil inside the 12.0-cm coil, such that they form concentric (i.e., same-center) cylinders. If a current of 55.0 mA is placed through the outer coil, how much current must be created in the inner coil such that the magnetic field at the center of the inner coil is zero? 6.33 In Figure P.6.4, VB = 12.0 V, R1 = 100.0 N, R2 = 55.0 N, R3 = 75.0 N, R1 VB R2 R4 R3 Figure P.6.4. Figure for Problem 6.33. aid R4 = 15.0 N. What is the current through and voltage across each resistor? .34 In Figure P.6.5. what value must R have if the circuit is to have a current of 50.0 mA? = 75.0 N, = 100.0 N, R2 = 55.0 N, R3 0.35 In Figure P.6.6, VB = 12.0 V, R1 deng 00 In Figure P.6.7, what value must R have if the battery is to experience a
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