Question 1
Fig. 8.2 shows another circuit. Lamps A and B are identical filament lamps.
Fig. 8.2
The current supplied by the power supply is 0.50 A .
Calculate the resistance of lamp A.
resistance =
Fig. 8.2 shows another circuit. Lamps A and B are identical filament lamps.
Fig. 8.2
The current supplied by the power supply is 0.50 A .
Calculate the resistance of lamp A.
resistance =
960Ω
current in each bulb =0.25 OR R=V / I OR(R=) V / I
resistance =240 / 0.25 OR 1 / 480=1 / R+1 / R
A student determines the resistance of resistor R. She uses a circuit including a voltmeter and an
ammeter.
Which circuit does she use?
D
The electric starter motor in a car is switched on and off using a relay.
The relay consists of a plastic case and two flexible springy strips, X and Y, which are made of soft iron. These iron strips act as the switch when a circuit is connected between the terminals W and Z.
Fig. 7.1 shows \(\mathrm{X
Fig. 7.2 shows the equipment from Fig. 7.1 inside a magnetising coil. The magnetising coil is in series with the 12 V car battery and switch S , which is open.
The power of the starter motor is 1.8 kW and it is also operated by the car battery.
The starter motor circuit is connected between terminals W and Z .
Explain why copper wires with a large cross-sectional area are used for this circuit.
small(er) resistance mentioned
less thermal energy produced or wires do not melt or large current mentioned
On Fig. 6.1, sketch the current-voltage graph of a filament lamp and explain its shape.
Fig. 6.1
explanation
sketch:
one axis labelled V and the other labelled I, either way round AND gradual curve from origin curving such that V / I
increases
explanation:
(as current / temperature increases so) resistance increases
(so) more voltage required for same increase in current owtte
OR if V on y-axis: gradient must increase
OR if V on x-axis: gradient must decrease
A cylinder is made of modelling clay. The modelling clay is an electrical conductor.
Fig. 8.1 shows the cylinder.
Fig. 8.1
The cylinder is connected into a circuit.
Fig. 8.2 shows that the circuit also includes a battery of electromotive force (e.m.f.) 9.0 V and a resistor P.
Fig. 8.2
The resistance of P is 4.0Ω. The current in P is 1.5 A .
The cylinder is removed from the circuit and replaced with a new cylinder made of the same modelling clay.
The new cylinder is twice the length and has half the cross-sectional area of the first cylinder. Calculate the time that it now takes for a charge of magnitude X to flow through resistor P.
[Total: 9]
1200 s
R is directly proportional to l OR (new cylinder) twice as long means twice R
R is inversely proportional to AOR (new cylinder) half cross-sectional area means twice R
(resistance of cylinder = ) 4× (a)(ii) ( Ω )