CAMBRIDGE INTERNATIONAL AS & A LEVEL PHYSICS: COURSEBOOK
Exam-style questions and sample answers have been written by the authors. In examinations, the way marks are awarded may be different.
Coursebook answers Chapter 11 5
Exam-style questions 1
B
[1]
2
C
[1]
3
a
terminal p.d. = 2.5 × 0.30 = 0.75 V
E
=
V
+
1.5 = 0.75 + 2.5
so, r = 0.30 Ω c
i
×
[1]
r so 2.5r = 0.75
1.8 87 75 ≈ 1.8 88 8W Power wer for 0.5 Ω: total resistance resistance ii Po ii R + r = 0.80 Ω 1.5 = 1.875 A current = 0.8
b
power
Power for 0.2 Ω: total resistance Power R + r = 0.50 Ω 1.5 = 3.0 A current =
power
i
The test cell is the wrong way round
[1]
=
0.5 3.02 × 0.20 = 1.80 W
2.25 34.6
r = 0.40 Ω
[1]
ii ii
Substitution into E = I (R + r) so E = 1.50 V
[1]
Internal resistance is too high
[1]
Maximum current < 4 A
[1]
There is no/negligible current through the high resistance voltmeter and, hence, the cell. When the resistor is connected connected in parallel there is a much larger current through that and the cell. [1] There is now a potential drop as electrical electr ical work is done against the internal
[1] [1]
ii ii
[1] [1] [1]
lost volts = 0.54 V [1] lost vo volts 0.54 = = 0.77 Ω r= [1] I 0.7 iii The resistance of the voltmeter > iii >> > r or R [1] a
[1]
b
1
0.341( 4 + r )
b
c
7
1.43 4 34 = 0.93 9 33 V
[1]
The e.m. e.m.f. f. of a cell is the work done per coulomb of charge [1] in the complete circuit. [1]
[1]
×
I ( R + r ) = 0.625 ( 2 + r )
resistance of the cell. V 8.40 i I = = R 12 0.70 A
[1]
34.6
so, e .m.f . =
=
a
[1]
At the balance point, the ammeter reading is zero. [1] 2.25
[1]
ii ii
=
c
[1]
so he must reverse it.
e.m.f .
E
=
6
1.434
1.8752 × 0.5 = 1.76 W
=
i
[1]
=
a
b
[1]
power P = I 2 R = 2.52 × 0.30
The resistance due to the work done (or energy transferred) in driving current through the cell [1] which equals the ‘lost volts’ divided by the current. [1]
Ir [1]
4
There is work done inside the cell against the internal resistance. or There is a voltage (lost volts) across the internal resistance. [1] b
a
In circuit 1, the p. p.d. d. across the bulb varies from 0 to 240 V. In circuit 2, it never falls to zero. V 2 2402 = i R = 60 P =
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