SlideShare a Scribd company logo
1 of 12
Download to read offline
Cambridge International Examinations 
Cambridge International General Certificate of Secondary Education 
This document consists of 11 printed pages and 1 blank page. 
DC (SJF/KN) 81313/3 
© UCLES 2014 [Turn over 
* 8 9 8 2 5 0 3 1 7 2 * 
PHYSICS 0625/62 
Paper 6 Alternative to Practical May/June 2014 
1 hour 
Candidates answer on the Question Paper. 
No Additional Materials are required. 
READ THESE INSTRUCTIONS FIRST 
Write your Centre number, candidate number and name on all the work you hand in. 
Write in dark blue or black pen. 
You may use an HB pencil for any diagrams or graphs. 
Do not use staples, paper clips, glue or correction fluid. 
DO NOT WRITE IN ANY BARCODES. 
Answer all questions. 
Electronic calculators may be used. 
You may lose marks if you do not show your working or if you do not use appropriate units. 
At the end of the examination, fasten all your work securely together. 
The number of marks is given in brackets [ ] at the end of each question or part question. 
The syllabus is approved for use in England, Wales and Northern Ireland as a Cambridge International Level 1/Level 2 Certificate.
2 
1 An IGCSE student is taking measurements of a pencil. 
Fig. 1.1 shows the pencil, drawn full size. 
SHQFLO VKDUSHQHGVHFWLRQ 
[ 
l 
© UCLES 2014 0625/62/M/J/14 
 
Fig. 1.1 
(a) (i) On Fig. 1.1, measure, in cm, the total length l of the pencil. 
l = .............................................. cm 
(ii) Measure, in cm, the length x of the unsharpened section of the pencil. 
x = .............................................. cm 
(iii) Calculate the length y of the sharpened section of the pencil, using the equation 
y = (l – x). 
y = .............................................. cm 
[2] 
(b) Describe how you would use a length of string and a rule to determine the circumference c of 
the unsharpened section of the pencil. 
................................................................................................................................................... 
................................................................................................................................................... 
................................................................................................................................................... 
................................................................................................................................................... 
...............................................................................................................................................[2]
3 
(c) The student’s value for the circumference is c = 2.4 cm. 
(i) Suggest a source of inaccuracy in determining the circumference of the pencil. 
........................................................................................................................................... 
.......................................................................................................................................[1] 
(ii) Calculate the volume V of the unsharpened section of the pencil using the equation 
V = c 2x 
4π 
. 
V = ............................................... [1] 
(iii) Estimate the volume VE of the sharpened section of the pencil. Show your working or 
reasoning. 
VE = ............................................... [2] 
[Total: 8] 
© UCLES 2014 0625/62/M/J/14 [Turn over
4 
2 The IGCSE class is investigating the cooling of water. 
A student places a thermometer into a beaker containing 200 cm3 of hot water, as shown in 
Fig. 2.1. 
thermometer 
water 
Fig. 2.1 
(a) (i) Record the temperature θ H of the hot water, shown on the thermometer in Fig. 2.2. Write 
the value in Table 2.1 for time t = 0 s. 
–10 0 10 20 30 40 50 60 70 80 90 100 110 °C 
Fig. 2.2 
© UCLES 2014 0625/62/M/J/14
5 
(ii) The student leaves the thermometer in the hot water and records the temperature θ 
every 30 s. The readings are shown in Table 2.1. 
Table 2.1 
t / θ / 
0 
30 74 
60 67 
90 63 
120 61 
150 59 
Complete the column headings in the table. 
[2] 
(b) Plot a graph of θ / °C (y-axis) against t /s (x-axis). 
[5] 
© UCLES 2014 0625/62/M/J/14 [Turn over
6 
(c) (i) Describe briefly the shape of the best-fit graph line that you have drawn. 
........................................................................................................................................... 
(ii) State what the shape of the graph line tells you about the change, if any, in the rate of 
cooling of the water during the experiment. 
........................................................................................................................................... 
........................................................................................................................................... 
© UCLES 2014 0625/62/M/J/14 
[2] 
(d) Describe briefly how you would read a measuring cylinder to obtain an accurate value for the 
volume of water. You may draw a diagram. 
................................................................................................................................................... 
................................................................................................................................................... 
................................................................................................................................................... 
...............................................................................................................................................[1] 
[Total: 10]
7 
BLANK PAGE 
© UCLES 2014 0625/62/M/J/14 [Turn over
8 
3 The IGCSE class is investigating the resistance of a resistor. 
Fig. 3.1 shows the circuit. 
power supply 
X Z A 
V 
S 
resistance 
wire 
1 
2 
3 
4 5 6 7 
8 
9 
V 10 
© UCLES 2014 0625/62/M/J/14 
resistor 
Y 
Fig. 3.1 
(a) A student connects the sliding contact S to point X in the circuit. She measures the potential 
difference V across the resistor and the current I in the circuit. The meters are shown in 
Fig. 3.2. 
0 
0.2 
0.4 0.6 
0.8 
0 A 1.0 
Fig. 3.2 
(i) Write down the readings shown on the meters in Fig. 3.2. 
V = .................................................... 
I = .................................................... 
[2] 
(ii) Calculate the resistance R of the resistor using the equation R = VI 
. 
R = ............................................... [2]
9 
(b) The student repeats the steps in (a), moving the sliding contact to point Y and then to point Z. 
Comment on the effect, if any, on the current I in the circuit of changing the position of the 
sliding contact in this way. 
................................................................................................................................................... 
...............................................................................................................................................[1] 
(c) In this experiment, the resistance wire XYZ acts as a variable resistor (rheostat). 
Draw the standard circuit symbol for a variable resistor. 
[1] 
(d) A student carries out this experiment using a different resistor. He takes readings using 
various lengths of resistance wire in the circuit. He plots a graph of V / V against I / A. 
Fig. 3.3 is a sketch of the graph. 
V / V 
0 
0 I / A 
Fig. 3.3 
Explain briefly how the student would use the graph to determine the gradient of the line. You 
may draw on the graph of Fig. 3.3. You are not asked to calculate the value of the gradient. 
................................................................................................................................................... 
................................................................................................................................................... 
...............................................................................................................................................[2] 
[Total: 8] 
© UCLES 2014 0625/62/M/J/14 [Turn over
10 
4 An IGCSE student is determining the focal length of a lens. 
Fig. 4.1 shows the apparatus. 
illuminated 
object 
lens 
lens position 1 
© UCLES 2014 0625/62/M/J/14 
screen 
D 
lens position 2 
Fig. 4.1 
(a) The student places the screen at a distance D = 80.0 cm from the illuminated object. He 
places the lens close to the illuminated object. He moves the lens until a sharply-focused 
image of the object is seen on the screen (lens position 1). 
He measures the distance x from the illuminated object to the centre of the lens. 
19.5 cm 
x = .................................................... 
He does not move the object or the screen, but moves the lens towards the screen until 
another sharply-focused image of the object is seen on the screen (lens position 2). He 
measures the distance y from the illuminated object to the centre of the lens. 
60.4 cm 
y = .................................................... 
(i) On Fig. 4.1, carefully mark and label the distances x and y. [1] 
(ii) Calculate d using the equation d = (y – x). 
d = .................................................... 
(iii) Calculate d 2. 
d 2 = .....................................................
11 
(iv) Calculate the focal length f of the lens, using the equation f = D 2 – d 2 
4D 
. 
f = .................................................... 
[2] 
(b) State two precautions that you would take in this experiment to obtain reliable results. 
1. ............................................................................................................................................... 
................................................................................................................................................... 
2. ............................................................................................................................................... 
................................................................................................................................................... 
[2] 
(c) In the experiment, the student produces two images on the screen. They are both sharply 
focused. 
(i) Suggest two differences between the two images. 
1. ........................................................................................................................................ 
2. ........................................................................................................................................ 
(ii) Suggest one similarity between the two images. 
........................................................................................................................................... 
........................................................................................................................................... 
[3] 
(d) Suggest a variable that could be changed when repeating this experiment to check the 
accuracy of the value obtained for the focal length f. 
...............................................................................................................................................[1] 
[Total: 9] 
© UCLES 2014 0625/62/M/J/14 [Turn over
12 
5 An IGCSE student is investigating the average speed of a toy car travelling down a slope. 
She releases the toy car on the slope. She uses a stopwatch to measure the time taken for the car 
to travel down part of the slope. Fig. 5.1 shows the slope. 
support 
Permission to reproduce items where third-party owned material protected by copyright is included has been sought and cleared where possible. Every 
reasonable effort has been made by the publisher (UCLES) to trace copyright holders, but if any items requiring clearance have unwittingly been included, the 
publisher will be pleased to make amends at the earliest possible opportunity. 
Cambridge International Examinations is part of the Cambridge Assessment Group. Cambridge Assessment is the brand name of University of Cambridge Local 
Examinations Syndicate (UCLES), which is itself a department of the University of Cambridge. 
© UCLES 2014 0625/62/M/J/14 
slope 
bench 
h 
l 
Fig. 5.1 
(a) (i) Suggest a suitable length l for the slope used in this school laboratory experiment. 
l = .................................................... 
(ii) Suggest a suitable height h, above the laboratory bench, for one end of the slope. 
h = .................................................... 
[2] 
(b) The student tries to determine the time that the toy car takes to travel a distance down the 
slope. 
Make three suggestions about what she could do to ensure that the distance travelled and 
the time taken by the toy car are measured as reliably as possible. 
1. ............................................................................................................................................... 
................................................................................................................................................... 
2. ............................................................................................................................................... 
................................................................................................................................................... 
3. ............................................................................................................................................... 
................................................................................................................................................... 
[3] 
[Total: 5]

More Related Content

What's hot (20)

0625_s14_qp_31
0625_s14_qp_310625_s14_qp_31
0625_s14_qp_31
 
0625 s14 qp_21
0625 s14 qp_210625 s14 qp_21
0625 s14 qp_21
 
0625 s08 qp_3
0625 s08 qp_30625 s08 qp_3
0625 s08 qp_3
 
0625 w08 qp_03
0625 w08 qp_030625 w08 qp_03
0625 w08 qp_03
 
167954437 0625-s13-qp-63
167954437 0625-s13-qp-63167954437 0625-s13-qp-63
167954437 0625-s13-qp-63
 
Physics 0625 - Paper 3 version 3 - Question Paper - May Jun 2014
Physics 0625 - Paper 3 version 3 - Question Paper - May Jun 2014Physics 0625 - Paper 3 version 3 - Question Paper - May Jun 2014
Physics 0625 - Paper 3 version 3 - Question Paper - May Jun 2014
 
0625_s14_qp_32
0625_s14_qp_320625_s14_qp_32
0625_s14_qp_32
 
0625 w09 qp_32
0625 w09 qp_320625 w09 qp_32
0625 w09 qp_32
 
0625 m15 qp_32
0625 m15 qp_320625 m15 qp_32
0625 m15 qp_32
 
0625 s11 qp_63
0625 s11 qp_630625 s11 qp_63
0625 s11 qp_63
 
0625 w10 qp_61
0625 w10 qp_610625 w10 qp_61
0625 w10 qp_61
 
0625 s13 qp_31
0625 s13 qp_310625 s13 qp_31
0625 s13 qp_31
 
0625 s07 qp_3
0625 s07 qp_30625 s07 qp_3
0625 s07 qp_3
 
0625 s13 qp_33
0625 s13 qp_330625 s13 qp_33
0625 s13 qp_33
 
0625 w09 qp_31
0625 w09 qp_310625 w09 qp_31
0625 w09 qp_31
 
0625 s09 qp_3
0625 s09 qp_30625 s09 qp_3
0625 s09 qp_3
 
Physics 0625 - Paper 2 version 1 - Question Paper - May Jun 2014
Physics 0625 - Paper 2 version 1 - Question Paper - May Jun 2014Physics 0625 - Paper 2 version 1 - Question Paper - May Jun 2014
Physics 0625 - Paper 2 version 1 - Question Paper - May Jun 2014
 
0625 s13-qp-32
0625 s13-qp-320625 s13-qp-32
0625 s13-qp-32
 
0625 s03 qp_3
0625 s03 qp_30625 s03 qp_3
0625 s03 qp_3
 
Physics 0625 - Paper 3 version 2 - Question Paper - May Jun 2014
Physics 0625 - Paper 3 version 2 - Question Paper - May Jun 2014Physics 0625 - Paper 3 version 2 - Question Paper - May Jun 2014
Physics 0625 - Paper 3 version 2 - Question Paper - May Jun 2014
 

Viewers also liked

Viewers also liked (18)

Physics 0625 - Paper 6 version 2 - Mark scheme - May Jun 2014
Physics 0625 - Paper 6 version 2 - Mark scheme - May Jun 2014Physics 0625 - Paper 6 version 2 - Mark scheme - May Jun 2014
Physics 0625 - Paper 6 version 2 - Mark scheme - May Jun 2014
 
Physics 0625 - Paper 6 version 1 - Mark scheme - May Jun 2014
Physics 0625 - Paper 6 version 1 - Mark scheme - May Jun 2014Physics 0625 - Paper 6 version 1 - Mark scheme - May Jun 2014
Physics 0625 - Paper 6 version 1 - Mark scheme - May Jun 2014
 
Physics 0625 - Paper 6 version 3 - Mark scheme - May Jun 2014
Physics 0625 - Paper 6 version 3 - Mark scheme - May Jun 2014Physics 0625 - Paper 6 version 3 - Mark scheme - May Jun 2014
Physics 0625 - Paper 6 version 3 - Mark scheme - May Jun 2014
 
Physics 0625 - Paper 3 version 2 - Mark scheme - May Jun 2013
Physics 0625 - Paper 3 version 2 - Mark scheme - May Jun 2013Physics 0625 - Paper 3 version 2 - Mark scheme - May Jun 2013
Physics 0625 - Paper 3 version 2 - Mark scheme - May Jun 2013
 
Physics 0625 - Paper 3 version 2 - Question Paper - May Jun 2013
Physics 0625 - Paper 3 version 2 - Question Paper - May Jun 2013Physics 0625 - Paper 3 version 2 - Question Paper - May Jun 2013
Physics 0625 - Paper 3 version 2 - Question Paper - May Jun 2013
 
Physics 0625 - Paper 3 version 3 - Mark scheme - May Jun 2013
Physics 0625 - Paper 3 version 3 - Mark scheme - May Jun 2013Physics 0625 - Paper 3 version 3 - Mark scheme - May Jun 2013
Physics 0625 - Paper 3 version 3 - Mark scheme - May Jun 2013
 
Physics 0625 - Paper 3 version 1 - Question Paper - May Jun 2014
Physics 0625 - Paper 3 version 1 - Question Paper - May Jun 2014Physics 0625 - Paper 3 version 1 - Question Paper - May Jun 2014
Physics 0625 - Paper 3 version 1 - Question Paper - May Jun 2014
 
Physics 0625 - Paper 1 version 2 - Question Paper - May Jun 2013
Physics 0625 - Paper 1 version 2 - Question Paper - May Jun 2013Physics 0625 - Paper 1 version 2 - Question Paper - May Jun 2013
Physics 0625 - Paper 1 version 2 - Question Paper - May Jun 2013
 
Physics 0625 - Paper 3 version 1 - Question Paper - May Jun 2013
Physics 0625 - Paper 3 version 1 - Question Paper - May Jun 2013Physics 0625 - Paper 3 version 1 - Question Paper - May Jun 2013
Physics 0625 - Paper 3 version 1 - Question Paper - May Jun 2013
 
Physics 0625 - Paper 3 version 1 - Mark scheme - May Jun 2013
Physics 0625 - Paper 3 version 1 - Mark scheme - May Jun 2013Physics 0625 - Paper 3 version 1 - Mark scheme - May Jun 2013
Physics 0625 - Paper 3 version 1 - Mark scheme - May Jun 2013
 
Physics 0625 - Paper 3 version 1 - Mark scheme - May Jun 2014
Physics 0625 - Paper 3 version 1 - Mark scheme - May Jun 2014Physics 0625 - Paper 3 version 1 - Mark scheme - May Jun 2014
Physics 0625 - Paper 3 version 1 - Mark scheme - May Jun 2014
 
Physics 0625 - Paper 1 version 1 - Question Paper - 2013
Physics 0625 - Paper 1 version 1 - Question Paper - 2013Physics 0625 - Paper 1 version 1 - Question Paper - 2013
Physics 0625 - Paper 1 version 1 - Question Paper - 2013
 
Physics 0625 - Paper 3 version 2 - Mark scheme - May Jun 2014
Physics 0625 - Paper 3 version 2 - Mark scheme - May Jun 2014Physics 0625 - Paper 3 version 2 - Mark scheme - May Jun 2014
Physics 0625 - Paper 3 version 2 - Mark scheme - May Jun 2014
 
Physics 0625 - Paper 2 version 3 - Question Paper - May Jun 2014
Physics 0625 - Paper 2 version 3 - Question Paper - May Jun 2014Physics 0625 - Paper 2 version 3 - Question Paper - May Jun 2014
Physics 0625 - Paper 2 version 3 - Question Paper - May Jun 2014
 
Physics (0625) -Grade threshold - May June 2013
Physics (0625) -Grade threshold - May June 2013Physics (0625) -Grade threshold - May June 2013
Physics (0625) -Grade threshold - May June 2013
 
Physics 0625 - Paper 1 version 3 - Question Paper - May Jun 2013
Physics 0625 - Paper 1 version 3 - Question Paper - May Jun 2013Physics 0625 - Paper 1 version 3 - Question Paper - May Jun 2013
Physics 0625 - Paper 1 version 3 - Question Paper - May Jun 2013
 
Physics 0625 - Paper 2 version 2 - Question Paper - May Jun 2014
Physics 0625 - Paper 2 version 2 - Question Paper - May Jun 2014Physics 0625 - Paper 2 version 2 - Question Paper - May Jun 2014
Physics 0625 - Paper 2 version 2 - Question Paper - May Jun 2014
 
Physics 0625 - Paper 1 version 1 - Mark scheme - May Jun 2014
Physics 0625 - Paper 1 version 1 - Mark scheme - May Jun 2014Physics 0625 - Paper 1 version 1 - Mark scheme - May Jun 2014
Physics 0625 - Paper 1 version 1 - Mark scheme - May Jun 2014
 

Similar to Physics 0625 - Paper 6 version 2 - Question Paper - May Jun 2014

Similar to Physics 0625 - Paper 6 version 2 - Question Paper - May Jun 2014 (20)

0625 w11 qp_61
0625 w11 qp_610625 w11 qp_61
0625 w11 qp_61
 
0625 w10 qp_63
0625 w10 qp_630625 w10 qp_63
0625 w10 qp_63
 
0625 s07 qp_6
0625 s07 qp_60625 s07 qp_6
0625 s07 qp_6
 
0625 s09 qp_6
0625 s09 qp_60625 s09 qp_6
0625 s09 qp_6
 
5054_s14_qp_41
5054_s14_qp_415054_s14_qp_41
5054_s14_qp_41
 
0625 s10 qp_61
0625 s10 qp_610625 s10 qp_61
0625 s10 qp_61
 
0625_w13_qp_61
0625_w13_qp_610625_w13_qp_61
0625_w13_qp_61
 
0625 w12 qp_61
0625 w12 qp_610625 w12 qp_61
0625 w12 qp_61
 
167954144 0625-s13-qp-61
167954144 0625-s13-qp-61167954144 0625-s13-qp-61
167954144 0625-s13-qp-61
 
0625 w11 qp_52
0625 w11 qp_520625 w11 qp_52
0625 w11 qp_52
 
5054_s13_qp_42
5054_s13_qp_425054_s13_qp_42
5054_s13_qp_42
 
0625 w07 qp_6
0625 w07 qp_60625 w07 qp_6
0625 w07 qp_6
 
0625 w04 qp_6
0625 w04 qp_60625 w04 qp_6
0625 w04 qp_6
 
0625 w11 qp_51
0625 w11 qp_510625 w11 qp_51
0625 w11 qp_51
 
0625 w11 qp_62
0625 w11 qp_620625 w11 qp_62
0625 w11 qp_62
 
415748-2020-specimen-paper-4 (1).pdf
415748-2020-specimen-paper-4 (1).pdf415748-2020-specimen-paper-4 (1).pdf
415748-2020-specimen-paper-4 (1).pdf
 
0580 w13 qp_41
0580 w13 qp_410580 w13 qp_41
0580 w13 qp_41
 
5054_w13_qp_4
5054_w13_qp_45054_w13_qp_4
5054_w13_qp_4
 
0580_w13_qp_41
0580_w13_qp_410580_w13_qp_41
0580_w13_qp_41
 
0625 s03 qp_6
0625 s03 qp_60625 s03 qp_6
0625 s03 qp_6
 

More from JakKy Kitmanacharounpong

More from JakKy Kitmanacharounpong (13)

Physics 0625 - Paper 3 version 3 - Question Paper - May Jun 2013
Physics 0625 - Paper 3 version 3 - Question Paper - May Jun 2013Physics 0625 - Paper 3 version 3 - Question Paper - May Jun 2013
Physics 0625 - Paper 3 version 3 - Question Paper - May Jun 2013
 
Physics 0625 - Paper 1 version 3 - Mark scheme - May Jun 2013
Physics 0625 - Paper 1 version 3 - Mark scheme - May Jun 2013Physics 0625 - Paper 1 version 3 - Mark scheme - May Jun 2013
Physics 0625 - Paper 1 version 3 - Mark scheme - May Jun 2013
 
Physics 0625 - Paper 1 version 2 - Mark scheme - May Jun 2013
Physics 0625 - Paper 1 version 2 - Mark scheme - May Jun 2013Physics 0625 - Paper 1 version 2 - Mark scheme - May Jun 2013
Physics 0625 - Paper 1 version 2 - Mark scheme - May Jun 2013
 
Physics 0625 - Paper 1 version 1 - Mark scheme - May Jun 2013
Physics 0625 - Paper 1 version 1 - Mark scheme - May Jun 2013Physics 0625 - Paper 1 version 1 - Mark scheme - May Jun 2013
Physics 0625 - Paper 1 version 1 - Mark scheme - May Jun 2013
 
Physics 0625 - Paper 5 version 3 - Mark scheme - May Jun 2014
Physics 0625 - Paper 5 version 3 - Mark scheme - May Jun 2014Physics 0625 - Paper 5 version 3 - Mark scheme - May Jun 2014
Physics 0625 - Paper 5 version 3 - Mark scheme - May Jun 2014
 
Physics 0625 - Paper 5 version 3 - Instruction - May Jun 2014
Physics 0625 - Paper 5 version 3  - Instruction - May Jun 2014Physics 0625 - Paper 5 version 3  - Instruction - May Jun 2014
Physics 0625 - Paper 5 version 3 - Instruction - May Jun 2014
 
Physics 0625 - Paper 5 version 2 - Mark scheme - May Jun 2014
Physics 0625 - Paper 5 version 2 - Mark scheme - May Jun 2014Physics 0625 - Paper 5 version 2 - Mark scheme - May Jun 2014
Physics 0625 - Paper 5 version 2 - Mark scheme - May Jun 2014
 
Physics 0625 - Paper 5 version 2 - Instruction - May Jun 2014
Physics 0625 - Paper 5 version 2 - Instruction - May Jun 2014Physics 0625 - Paper 5 version 2 - Instruction - May Jun 2014
Physics 0625 - Paper 5 version 2 - Instruction - May Jun 2014
 
Physics 0625 - Paper 5 version 1 - Mark scheme - May Jun 2014
Physics 0625 - Paper 5 version 1 - Mark scheme - May Jun 2014Physics 0625 - Paper 5 version 1 - Mark scheme - May Jun 2014
Physics 0625 - Paper 5 version 1 - Mark scheme - May Jun 2014
 
Physics 0625 - Paper 5 version 1 - Instruction - May Jun 2014
Physics 0625 - Paper 5 version 1 - Instruction - May Jun 2014Physics 0625 - Paper 5 version 1 - Instruction - May Jun 2014
Physics 0625 - Paper 5 version 1 - Instruction - May Jun 2014
 
Physics 0625 - Paper 2 version 3 - Mark scheme - May Jun 2014
Physics 0625 - Paper 2 version 3 - Mark scheme - May Jun 2014Physics 0625 - Paper 2 version 3 - Mark scheme - May Jun 2014
Physics 0625 - Paper 2 version 3 - Mark scheme - May Jun 2014
 
Physics 0625 - Paper 2 version 2 - Mark scheme - May Jun 2014
Physics 0625 - Paper 2 version 2 - Mark scheme - May Jun 2014Physics 0625 - Paper 2 version 2 - Mark scheme - May Jun 2014
Physics 0625 - Paper 2 version 2 - Mark scheme - May Jun 2014
 
Physics 0625 - Paper 2 version 1 - Mark scheme - May Jun 2014
Physics 0625 - Paper 2 version 1 - Mark scheme - May Jun 2014Physics 0625 - Paper 2 version 1 - Mark scheme - May Jun 2014
Physics 0625 - Paper 2 version 1 - Mark scheme - May Jun 2014
 

Physics 0625 - Paper 6 version 2 - Question Paper - May Jun 2014

  • 1. Cambridge International Examinations Cambridge International General Certificate of Secondary Education This document consists of 11 printed pages and 1 blank page. DC (SJF/KN) 81313/3 © UCLES 2014 [Turn over * 8 9 8 2 5 0 3 1 7 2 * PHYSICS 0625/62 Paper 6 Alternative to Practical May/June 2014 1 hour Candidates answer on the Question Paper. No Additional Materials are required. READ THESE INSTRUCTIONS FIRST Write your Centre number, candidate number and name on all the work you hand in. Write in dark blue or black pen. You may use an HB pencil for any diagrams or graphs. Do not use staples, paper clips, glue or correction fluid. DO NOT WRITE IN ANY BARCODES. Answer all questions. Electronic calculators may be used. You may lose marks if you do not show your working or if you do not use appropriate units. At the end of the examination, fasten all your work securely together. The number of marks is given in brackets [ ] at the end of each question or part question. The syllabus is approved for use in England, Wales and Northern Ireland as a Cambridge International Level 1/Level 2 Certificate.
  • 2. 2 1 An IGCSE student is taking measurements of a pencil. Fig. 1.1 shows the pencil, drawn full size. SHQFLO VKDUSHQHGVHFWLRQ [ l © UCLES 2014 0625/62/M/J/14 Fig. 1.1 (a) (i) On Fig. 1.1, measure, in cm, the total length l of the pencil. l = .............................................. cm (ii) Measure, in cm, the length x of the unsharpened section of the pencil. x = .............................................. cm (iii) Calculate the length y of the sharpened section of the pencil, using the equation y = (l – x). y = .............................................. cm [2] (b) Describe how you would use a length of string and a rule to determine the circumference c of the unsharpened section of the pencil. ................................................................................................................................................... ................................................................................................................................................... ................................................................................................................................................... ................................................................................................................................................... ...............................................................................................................................................[2]
  • 3. 3 (c) The student’s value for the circumference is c = 2.4 cm. (i) Suggest a source of inaccuracy in determining the circumference of the pencil. ........................................................................................................................................... .......................................................................................................................................[1] (ii) Calculate the volume V of the unsharpened section of the pencil using the equation V = c 2x 4π . V = ............................................... [1] (iii) Estimate the volume VE of the sharpened section of the pencil. Show your working or reasoning. VE = ............................................... [2] [Total: 8] © UCLES 2014 0625/62/M/J/14 [Turn over
  • 4. 4 2 The IGCSE class is investigating the cooling of water. A student places a thermometer into a beaker containing 200 cm3 of hot water, as shown in Fig. 2.1. thermometer water Fig. 2.1 (a) (i) Record the temperature θ H of the hot water, shown on the thermometer in Fig. 2.2. Write the value in Table 2.1 for time t = 0 s. –10 0 10 20 30 40 50 60 70 80 90 100 110 °C Fig. 2.2 © UCLES 2014 0625/62/M/J/14
  • 5. 5 (ii) The student leaves the thermometer in the hot water and records the temperature θ every 30 s. The readings are shown in Table 2.1. Table 2.1 t / θ / 0 30 74 60 67 90 63 120 61 150 59 Complete the column headings in the table. [2] (b) Plot a graph of θ / °C (y-axis) against t /s (x-axis). [5] © UCLES 2014 0625/62/M/J/14 [Turn over
  • 6. 6 (c) (i) Describe briefly the shape of the best-fit graph line that you have drawn. ........................................................................................................................................... (ii) State what the shape of the graph line tells you about the change, if any, in the rate of cooling of the water during the experiment. ........................................................................................................................................... ........................................................................................................................................... © UCLES 2014 0625/62/M/J/14 [2] (d) Describe briefly how you would read a measuring cylinder to obtain an accurate value for the volume of water. You may draw a diagram. ................................................................................................................................................... ................................................................................................................................................... ................................................................................................................................................... ...............................................................................................................................................[1] [Total: 10]
  • 7. 7 BLANK PAGE © UCLES 2014 0625/62/M/J/14 [Turn over
  • 8. 8 3 The IGCSE class is investigating the resistance of a resistor. Fig. 3.1 shows the circuit. power supply X Z A V S resistance wire 1 2 3 4 5 6 7 8 9 V 10 © UCLES 2014 0625/62/M/J/14 resistor Y Fig. 3.1 (a) A student connects the sliding contact S to point X in the circuit. She measures the potential difference V across the resistor and the current I in the circuit. The meters are shown in Fig. 3.2. 0 0.2 0.4 0.6 0.8 0 A 1.0 Fig. 3.2 (i) Write down the readings shown on the meters in Fig. 3.2. V = .................................................... I = .................................................... [2] (ii) Calculate the resistance R of the resistor using the equation R = VI . R = ............................................... [2]
  • 9. 9 (b) The student repeats the steps in (a), moving the sliding contact to point Y and then to point Z. Comment on the effect, if any, on the current I in the circuit of changing the position of the sliding contact in this way. ................................................................................................................................................... ...............................................................................................................................................[1] (c) In this experiment, the resistance wire XYZ acts as a variable resistor (rheostat). Draw the standard circuit symbol for a variable resistor. [1] (d) A student carries out this experiment using a different resistor. He takes readings using various lengths of resistance wire in the circuit. He plots a graph of V / V against I / A. Fig. 3.3 is a sketch of the graph. V / V 0 0 I / A Fig. 3.3 Explain briefly how the student would use the graph to determine the gradient of the line. You may draw on the graph of Fig. 3.3. You are not asked to calculate the value of the gradient. ................................................................................................................................................... ................................................................................................................................................... ...............................................................................................................................................[2] [Total: 8] © UCLES 2014 0625/62/M/J/14 [Turn over
  • 10. 10 4 An IGCSE student is determining the focal length of a lens. Fig. 4.1 shows the apparatus. illuminated object lens lens position 1 © UCLES 2014 0625/62/M/J/14 screen D lens position 2 Fig. 4.1 (a) The student places the screen at a distance D = 80.0 cm from the illuminated object. He places the lens close to the illuminated object. He moves the lens until a sharply-focused image of the object is seen on the screen (lens position 1). He measures the distance x from the illuminated object to the centre of the lens. 19.5 cm x = .................................................... He does not move the object or the screen, but moves the lens towards the screen until another sharply-focused image of the object is seen on the screen (lens position 2). He measures the distance y from the illuminated object to the centre of the lens. 60.4 cm y = .................................................... (i) On Fig. 4.1, carefully mark and label the distances x and y. [1] (ii) Calculate d using the equation d = (y – x). d = .................................................... (iii) Calculate d 2. d 2 = .....................................................
  • 11. 11 (iv) Calculate the focal length f of the lens, using the equation f = D 2 – d 2 4D . f = .................................................... [2] (b) State two precautions that you would take in this experiment to obtain reliable results. 1. ............................................................................................................................................... ................................................................................................................................................... 2. ............................................................................................................................................... ................................................................................................................................................... [2] (c) In the experiment, the student produces two images on the screen. They are both sharply focused. (i) Suggest two differences between the two images. 1. ........................................................................................................................................ 2. ........................................................................................................................................ (ii) Suggest one similarity between the two images. ........................................................................................................................................... ........................................................................................................................................... [3] (d) Suggest a variable that could be changed when repeating this experiment to check the accuracy of the value obtained for the focal length f. ...............................................................................................................................................[1] [Total: 9] © UCLES 2014 0625/62/M/J/14 [Turn over
  • 12. 12 5 An IGCSE student is investigating the average speed of a toy car travelling down a slope. She releases the toy car on the slope. She uses a stopwatch to measure the time taken for the car to travel down part of the slope. Fig. 5.1 shows the slope. support Permission to reproduce items where third-party owned material protected by copyright is included has been sought and cleared where possible. Every reasonable effort has been made by the publisher (UCLES) to trace copyright holders, but if any items requiring clearance have unwittingly been included, the publisher will be pleased to make amends at the earliest possible opportunity. Cambridge International Examinations is part of the Cambridge Assessment Group. Cambridge Assessment is the brand name of University of Cambridge Local Examinations Syndicate (UCLES), which is itself a department of the University of Cambridge. © UCLES 2014 0625/62/M/J/14 slope bench h l Fig. 5.1 (a) (i) Suggest a suitable length l for the slope used in this school laboratory experiment. l = .................................................... (ii) Suggest a suitable height h, above the laboratory bench, for one end of the slope. h = .................................................... [2] (b) The student tries to determine the time that the toy car takes to travel a distance down the slope. Make three suggestions about what she could do to ensure that the distance travelled and the time taken by the toy car are measured as reliably as possible. 1. ............................................................................................................................................... ................................................................................................................................................... 2. ............................................................................................................................................... ................................................................................................................................................... 3. ............................................................................................................................................... ................................................................................................................................................... [3] [Total: 5]