71) A current-carrying loop of wire lies flat on a horizontal tabletop. When viewed from above,
the current moves around the loop in a counterclockwise sense. For points on the tabletop inside
the loop, the magnetic field lines caused by this current
A) circle the loop in a clockwise direction.
B) circle the loop in a counterclockwise direction.
C) point straight up.
D) point straight down.
72) Consider two current-carrying circular loops. Both are made from one strand of wire and
both carry the same current, but one has twice the radius of the other. If the magnetic field
strength at the center of the smaller loop is B, what is the magnetic field strength at the center of
the larger loop?
A) 8B
B) 4B
C) 2B
D) B/2
E) B/4
73) Consider an ideal solenoid of length L, N windings, and radius b (L is much longer than b). A
current I is flowing through the wire windings. If the radius of the solenoid is doubled to 2b, but
all the other quantities remain the same, the magnetic field inside the solenoid will
A) remain the same.
B) become twice as strong as initially.
C) become one-half as strong as initially.
D) become four times as strong as initially.
E) become one-fourth as strong as initially.
74) Consider an ideal solenoid of length L, N windings, and radius b (L is much longer than b). A
current I is flowing through the wire windings. If the length of the solenoid becomes twice as
long (to 2L), but all other quantities remained the same, the magnetic field inside the solenoid
will
A) remain the same.
B) become twice as strong as initially.
C) become one-half as strong as initially.
D) become four times as strong as initially.
E) become one-fourth as strong as initially.