Physics 0625/62 February/March 2019: question paper and mark scheme
Cambridge IGCSE Physics (0625), Paper 6 Alternative to Practical, February/March 2019. Read both free below, or download them. Done the paper? Get it marked by AI against this mark scheme.
A student is investigating the reflection of light by a plane mirror.
Fig. 1.1 shows his ray-trace sheet at full size.
ray-trace sheet C
E A
P
θ lamp
N
B F D
Fig. 1.1
(a) The student carries out an initial experiment.
He draws lines AB and CD as shown in Fig. 1.1.
He then draws a line EF through a point N as shown in Fig. 1.1 and at an angle θ to line AB.
(i) Measure the angle θ.
θ = …… [1]
(ii) Draw a normal to line AB at point N and extend the normal to line CD. Label the point at which the normal crosses line CD with the letter L. [1]
(b) The student places a plane mirror on line EF and a screen with a 2 mm slit on line CD. He arranges the screen so that a ray of light shines along line LN.
The ray reflected from the mirror passes through point P.
State and explain whether point P, shown on Fig. 1.1, is at a suitable distance from point N for this investigation.
statement ……
explanation ……
[1]
(c) • Draw a line joining point N and point P. Extend this line until it meets line CD.
• Label the point at which this line meets line CD with the letter G.
• Measure the length a of line LG.
a = …… cm [2]
(d) The student repeats the procedure for values of θ = 25°, 20°, 15°, 10° and 5°.
His values for a are shown in Table 1.1.
Table 1.1
θ/° a / cm
25 12.2
20 8.3
15 5.7
10 3.6
5 1.8
Use the values from Table 1.1 to plot a graph of a / cm (y-axis) against θ / ° (x-axis).
[4]
(e) Suggest a possible source of inaccuracy in this experiment, even if it is carried out carefully.
…… [1]
(f) A student wishes to check if his values for a are reliable.
Suggest how he could improve the experiment, using the same apparatus, to check the reliability of his results.
…… [1]
[Total: 11]
Mark scheme
1(a)(i) θ = 23(°)±1° 1
1(a)(ii) normal correct 1
1(b) not at a suitable distance 1
and should be far (as possible) from N
1(c) all lines present, neat and labelled correctly 1
a = 10.2 (cm) ± 0.1 (cm) 1
1(d) graph: 1
• axes labelled with quantity and unit
• appropriate scales (plots occupying at least ½ grid) 1
• plots all correct to ½ small square, precise plots 1
• well judged line and thin continuous line 1
1(e) any suitable reason e.g.: 1
ray has finite thickness – (difficult to mark position of ray precisely),
reflecting surface of mirror at rear,
inaccuracies have more effect for smaller angles,
small variations in mirror angle have significant effect on ‘a’
1(f) reflect ray below NL at same angles 1
and take averages
Students are investigating how the use of a lid or insulation affects the rate of cooling of hot water in a beaker. They use the apparatus shown in Fig. 2.1.
thermometer
insulation beakers lid
A B
20 400
30
Fig. 2.1
(a) Record the room temperature θR shown on the thermometer in Fig. 2.1.
θR = …… [1]
(b) • 100 cm3 of hot water is poured into beaker A and the initial temperature θ is recorded in
Table 2.1.
• The temperature θ of the water at times t = 30 s, 60 s, 90 s, 120 s, 150 s and 180 s are shown in Table 2.1.
• This process is repeated for beaker B.
Complete the headings and the time column in Table 2.1. [2]
Table 2.1
beaker A beaker B with insulation with a lid t/ θ/ θ/
0 83.0 86.0
79.0 84.0
75.5 82.5
73.0 81.0
71.0 80.0
69.5 79.0
68.5 78.5
(c) Write a conclusion stating whether the insulation or the lid is more effective in reducing the cooling rate of the water in the beakers in this experiment.
Justify your answer by reference to the results.
…… [2]
(d) One student thinks that the experiment does not show how effective insulation is on its own or how effective a lid is on its own.
Suggest an additional experiment which could be used to show how effective a lid or insulation is.
Explain how the additional results could be used.
additional experiment ……
explanation ……
[2]
(e) (i) Calculate xA, the average cooling rate for beaker A over the whole experiment. Use the readings for beaker A from Table 2.1 and the equation θ – θ180 xA = 0
T where T = 180 s and θ0 and θ180 are the temperatures at time t = 0 and time t = 180 s.
Include the unit for the cooling rate.
xA = …… [2]
(ii) Students in another school are carrying out this experiment using identical equipment.
State why they should make the initial temperature of the water the same as in this experiment if they are to obtain average cooling rates that are the same as in Table 2.1.
Assume that the room temperature is the same in each case.
Use the results from beaker A to explain why this factor should be controlled.
statement ……
explanation ……
[2]
[Total: 11]
Mark scheme
2(a) θR = 23 (°C) 1
2(b) s, °C, °C all correct 1
30, 60, 90, 120, 150, 180 1
2(c) lid is more effective 1
correct mention of comparative temperature change over 180 s, supporting conclusion 1
2(d) additional experiment with both insulation and lid / neither insulation nor lid 1
compare result of (previous) experiment with additional / only one factor changed in (each) comparison 1
2(e)(i) xA = 0.081 1
°C / s 1
2(e)(ii) cooling more rapid at higher temperatures 1
comparison of temperature difference over first 30 s and last 30 s supporting statement 1
A student is investigating a resistance wire. She uses the circuit shown in Fig. 3.1.
power supply
A
P Q crocodile clip
resistance wire l
Fig. 3.1
(a) (i) On Fig. 3.1, draw a voltmeter connected to measure the potential difference V across terminals P and Q. [1]
(ii) The student connects the crocodile clip to a length l = 90.0 cm of the resistance wire and measures the potential difference V across terminals P and Q and the current I in the circuit.
2 3 0.4 0.6
1 4 0.2 0.8
0 5 0 1.0
V A
Fig. 3.2 Fig. 3.3
Read, and record in Table 3.1, the values of V and I shown on the meters in Fig. 3.2 and
Fig. 3.3. [2]
(b) The student then connects the crocodile clip to lengths l = 60.0 cm and l = 40.0 cm of the resistance wire. She measures the potential difference V across terminals P and Q and the current I in the circuit. Her readings are shown in Table 3.1.
Complete the column headings in Table 3.1. [1]
Table 3.1
l / cm V/ I/ R/Ω
R Ω
/ l cm
90.0
60.0 2.5 0.52
40.0 2.3 0.71
(c) (i) Calculate, and record in Table 3.1, the resistance R of each length l of the wire.
V
Use the readings from Table 3.1 and the equation R = .
I
[2]
(ii) Calculate, and record in Table 3.1, the value of R for each length of the wire. l
[1]
(d) Use your results in Table 3.1 to calculate the resistance R25 of a 25.0 cm length of the resistance wire.
Show your working.
R25 = …… Ω [1]
(e) Suggest one reason why different students, carrying out the experiment carefully with the same equipment, may not obtain identical results.
…… [1]
(f) The student finds that, during the experiment, the wire becomes hot because of a high current.
She decides to use a variable resistor to prevent this.
Complete the circuit in Fig. 3.4 to show a variable resistor used for this purpose in the experiment.
power supply
resistance wire
[2]
Fig. 3.4
[Total: 11]
Mark scheme
3(a)(i) correct voltmeter symbol in parallel with P and Q 1
3(a)(ii) V = 2.6 (V) 1
I = 0.36 (A) 1
3(b) correct units: V, A 1
3(c)(i) correct calculations of R 1
consistent 2 or consistent 3 sig. figs. 1
3(c)(ii) correct calculations or R / l 1
3(d) R25 = 2.0 (Ω) and clear method seen 1
e.g. proportion from other value(s) of R or use of R / l value(s)
3(e) any one from: 1
difficult to judge position of crocodile clip,
difficult to measure wire to nearest mm,
contact between wire and crocodile clip not precise,
difficult to interpolate readings on meters between marks
3(f) correct symbol for variable resistor 1
in series and with all circuit elements in correct arrangement 1
A student wants to investigate the effect of air resistance on the swing of a pendulum.
Plan an experiment which will enable him to investigate how air resistance changes the way in which a pendulum swings.
The apparatus available includes:
a light wooden rod, approximately 80 cm long with a hole at one end, through which a nail will fit a piece of modelling clay to act as a pendulum bob, as shown in Fig. 4.1 a sheet of thick card which will provide the air resistance when the pendulum swings.
In your plan, you should:
• list any additional apparatus needed
• explain briefly how you would carry out the experiment including exactly which measurements should be taken
• state the key variables that you would control
• draw a table, or tables, with column headings, to show how you would display your readings
(you are not required to enter any readings in the table)
• explain how you would use your readings to reach a conclusion.
You may add to Fig. 4.1 or draw an additional diagram if it helps to explain your plan.
nail
wooden rod
bob
Fig. 4.1
…… [7]
[Total: 7]
Mark scheme
4 MP1 1
apparatus:
means of measuring dependent variable (e.g. stop watch / rule / protractor)
MP2 1
method (one from):
workable means of providing air resistance (e.g. fix card to rod / bob),
allow pendulum to swing,
suitable measurement (e.g. period, amplitude)
MP3 1
repeat for different value of independent variable (e.g. area of card)
MP4 1
control variable (one from):
length of pendulum,
angle of release,
mass of bob
MP5 1
table:
suitable clear format with column headings and units
MP6 1
analysis:
compare readings to see if change in air resistance produces change in dependent variable (e.g. change in area of card
changes period) / plot graph
4 MP7 1
additional point (one from):
time 10 oscillations / swings (and calculate period),
small angle of swing,
at least 5 sets of data taken,
repeat each measurement and take average,
adjust mass of pendulum to compensate for changing mass of card,
repeat with different length of pendulum / mass of bob,
length measured to centre of bob / centre of gravity of pendulum,
use of fiducial aid
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On this page, free: the mark scheme for IGCSE Physics 0625/62, February/March 2019 (0625_m19_ms_62), and the question paper (0625_m19_qp_62), to read or download, with each question's marking points written out underneath.
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Physics 0625/62 for February/March 2019 is out of 40 marks, with 1 hour to answer it, across 4 questions.
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