(f) Formative assessment.
The diagram shows an arrangement
that is used to determine the magnetic flux density
between the poles of a magnet.
The magnet is placed on a sensitive top
pan balance. A current-carrying wire is placed at right angles to the magnetic
field between the poles of the magnet. The force experienced by the
current-carrying wire is equal but opposite to the force experienced by the
magnet. The magnet
is pushed downward when the wire experiences an upward force.
The length of the wire in the magnetic
field is 5.0 cm. The balance reading is 102.00 g when
there is no current in the wire. The balance reading increases to 103.14 g when
the current in
the wire is 8.2 A.
a Show that the force experienced by the wire is equal to 1.1 ´ 10−2 N.
[1]
b Calculate the magnetic flux density of the magnetic field between the poles of the magnet.
[3]
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