(IGCSE) English - First Language Oct/Nov 2017 paper 3 variant 3
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3 business friends from earlier jobs, current-special-interest friends, as well as neighbours willing to drop off my offspring in return for watering their plants. Perhaps we do need to think harder about what we mean when we call someone a friend and what we expect of them? Few of us, according to research, are really happy with our friendships. Many would like more friends, or more reliable ones, than
(IGCSE) Computer Science Oct/Nov 2015 paper 1 variant 3
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6 3 A section of computer memory is shown below: Address Contents 1000 0000 0110 1110 1000 0001 0101 0001 1000 0010 1000 1101 1000 0011 1000 1100 1000 1100 1000 1101 1000 1110 1000 1111 (a) (
(IGCSE) Computer Science Oct/Nov 2015 paper 1 variant 3
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7 (iii) Show any changes to the computer memory following the read and write operations in part (a)(i) and part (a)(ii). Address Contents 1000 0000 0110 1110 1000 0001 0101 0001 1000 0010 1000 1101 1000 0011 1000 1100 1000 1100 1
(A/s) Accounting Oct/Nov 2010 paper 4 variant 2
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Page 4 3 Mark Scheme: Teachers’ version GCE A/AS LEVEL – October/November 2010 Syllabus 9706 Paper 42 (a) $ Revenue working 1 1 715 610 purchase cost (200 000) (1) salary (30 000 + 36 000 + 43 200 + 51 840 + 62 208) rent (3600 + 3600 +
(A/s) Accounting Oct/Nov 2010 paper 4 variant 1
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Page 4 3 Mark Scheme: Teachers’ version GCE A/AS LEVEL – October/November 2010 Syllabus 9706 Paper 41 (a) $ Revenue working 1 1 715 610 purchase cost (200 000) (1) salary (30 000 + 36 000 + 43 200 + 51 840 + 62 208) rent (3600 + 3600 +
(IGCSE) Computer Science Oct/Nov 2015 paper 1 variant 3
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Page 5 Mark Scheme Cambridge IGCSE – October/November 2015 Syllabus 0478 Paper 13 (ii) MAR 1 0 0 0 1 1 1 0 MDR 0 1 1 1 1 0 0 1 [2] (iii) Address 1000 0000 1000 0001 1000 0010 1000 0011 1000 1100 1000 1101 1000
(IGCSE) Geography May/June 2015 paper 1 variant 2
Question paper found on page 22 / 28 pages total, pdf
22 QUESTION 6 6 (a) Study Figs 10A, 10B and 10C, which show information about Sri Lanka (an LEDC). Relief Average annual rainfall (mm) N N 1000 1500 8° N 8° N INDIAN OCEAN INDIAN OCEAN 1000 1500 2000 2500 1500 1000 0 50 0 km 50 km 6° N 6° N
(IGCSE) Accounting Oct/Nov 2008 paper 1
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5 © UCLES 2008 0452/01/O/N/08 [Turn over 13 A business buys a computer on credit from Alpha Computers for $1000. Which journal entry will record this? dr $ cr $ A Alpha Computers computer equipment 1000 1000 B computer equipment Alpha Computers 1000 1000 C computer equipment purchases 1000 1000 D purchases computer equipment
(A/s) Thinking Skills May/June 2005 paper 1
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23 A B Distance Apart (m) Distance Apart (m) 2000 2000 1000 1000 0 10 20 0 30 10 20 Time (mins) C 30 Time (mins) D Distance Apart (m) Distance Apart (m) 2000 2000 1000 1000 0 10 20 0 30 10 Time (mins) 20 30 Time (mins)
(A/s) Accounting Feb/March 2016 paper 2 variant 2
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Page 8 Mark Scheme Cambridge International AS/A Level – March 2016 Syllabus 9706 Paper 22 (e) Answers may include: • • • continue with all three/do not cease production of X as they all make a contribution (1) towards fixed costs (1) Y has the highest contribution per unit (1) so should maximise its sales (1) X has the lowest contribution per unit (1
(IGCSE) Geography Oct/Nov 2015 paper 1 variant 2
Question paper found on page 3 / 28 pages total, pdf
3 (i) (ii) Complete Fig. 1 by shading Karnataka using the key provided. Karnataka has a population growth rate of 15.6 per 1000. [1] The following data is for Orissa: Birth rate 21 per 1000 Death rate 8.8 per 1000 Net migration 2 per 1000 Population growth rate 14.2 per 1000 Explain how the population growth rate of
(IGCSE) Co-ordinated Sciences Oct/Nov 2019 paper 2 variant 1
Question paper found on page 11 / 16 pages total, pdf
11 31 A machine has useful output energy of 1000 J, and wasted energy of 300 J. Which expression is used to calculate the efficiency of the machine? A 300 × 100% (1000 + 300) B 300 × 100% 1000 C D (1000 − 300) 1000 × 100% 1000 × 100%
(A/s) Physics Oct/Nov 2002 paper 1
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12 9702/1/O/N/02 21 At a depth of 20 cm in a liquid of density 1800 kg m –3 , the pressure due to the liquid is p. Another liquid has a density of 1200 kg m –3 . What is the pressure due to this liquid at a depth of 60 cm? AB C 2 p D 3 p 22 Which line
(A/s) Accounting Feb/March 2016 paper 2 variant 2
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17 (e) Discuss whether or not Lin should continue to produce all three products. Justify your answer. [4] Additional information Since preparing his budget, Lin has received two separate orders. For order 1 the customer has offered an amount in total of $10 000. For order 2 the customer has offered a price per unit for each separate product. The details are as follows: Order 1 X
(IGCSE) Environmental Management Oct/Nov 2007 paper 2
Question paper found on page 2 / 20 pages total, pdf
2 1 Look at the world map which shows total population in 2004 and expected population in 2050 for five continents. Population change 2004–2050 ASIA 6000 EUROPE people NORTH AMERICA 2000 1000 0 2004 2050 2000 1000 0 5000 4000 3000 2000 1000 2004 2050 0 EUROPE
(IGCSE) Physics May/June 2015 paper 1 variant 1
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4 5 A metal block has the dimensions shown. Its mass is 1000 g. 5 cm 10 cm 2 cm What is the density of the metal? 6 A 5 × 10 3 g / cm 1000 × 2 B 2 × 5 × 10 3 g / cm 1000 C 1000 ×
(IGCSE) Geography Oct/Nov 2017 paper 2 variant 2
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6 2 Fig. 4 gives information about population change and population migration in four urban areas in the USA between 2010 and 2013. Study Fig. 4 and answer the following questions. Denver–Aurora–Lakewood Total Population 154 010 change % 6.1 15 240 Net international Total migration 5.6 Rate per 1000 75 101 Total Net internal migration 27.8 Rate per
(IGCSE) Environmental Management May/June 2010 paper 2 variant 2
Question paper found on page 8 / 16 pages total, pdf
8 2 (a) (i) Complete the table of birth and death rates and population change for selected countries from Europe and Asia. Country Birth rate per 1000 Death rate per 1000 Population change per 1000 11.0 10.2 +0.8 8.7 10.7 China 14.5 7.1 India 23.8 8.3 Saudi Arabia 31.5 3.7 UK Germany +27
(IGCSE) Business Studies May/June 2019 paper 1 variant 2
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0450/12 Cambridge IGCSE – Mark Scheme PUBLISHED Question 1(c) Answer Marks May/June 2019 Guidance 4 Correct answer with no calculations can gain 4 marks. $ sign not needed. Calculate PLK’s weekly profit. Good application [4] = $700 Note: where there is no other valid calculation the formula can be awarded max. 1 Some application: inaccurate or partial answers (i) E.g
(IGCSE) Mathematics Oct/Nov 2016 paper 4 variant 2
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Page 7 7 Mark Scheme Cambridge IGCSE – October/November 2016 54.50 final answer (a) (b) (i) (ii) 1000 final answer x ( x + 1) 1000 1000 − = 4.5[0] oe x x + 1 1000 or = 4.5 x ( x + 1) 1000 = 4.5 x ( x + 1) 4.
(IGCSE) Environmental Management May/June 2010 paper 2 variant 3
Question paper found on page 8 / 16 pages total, pdf
8 2 (a) (i) Complete the table of birth and death rates and population change for selected countries from Europe and Asia. Country Birth rate per 1000 Death rate per 1000 Population change per 1000 11.0 10.2 +0.8 8.7 10.7 China 14.5 7.1 India 23.8 8.3 Saudi Arabia 31.5 3.7 UK Germany +27
(A/s) Mathematics Oct/Nov 2012 paper 4 variant 2
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Page 7 Mark Scheme Syllabus Paper GCE AS/A LEVEL – October/November 2012 9709 42 © Cambridge International Examinations 2012 6 (i) For using DF = 30000/ v [30000/ v – 1000 – 1250 g × 30/500 = 1250 a ] M1 For using Newton’s 2 nd law v bottom = 30000/
(IGCSE) Geography Oct/Nov 2011 paper 1 variant 3
Question paper found on page 13 / 24 pages total, pdf
13 QUESTION 4 (a) Study Fig. 6, which shows annual average precipitation in west Africa. 15° 20° 10° 5° 0° 5° 50 200 20° 25° 50 200 400 800 1000 20° 200 400 Agades 400 600 800 1000 10° 15° 50 50 15° 10° 600 1
(A/s) Mathematics Oct/Nov 2009 paper 4 variant 2
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Page 6 Mark Scheme: Teachers’ version Syllabus Paper GCE A/AS LEVEL – October/November 2009 9709 42 © UCLES 2009 7 (i) M1 For using v(t) = s & (t) v = 1.2t – 0.012t 2 A1 [a(50) = 1.2 – 0.024 × 50] M1 For using a(t) = v &
(IGCSE) Geography Oct/Nov 2017 paper 1 variant 2
Question paper found on page 2 / 28 pages total, pdf
2 Section A Answer one question from this section. QUESTION 1 1 (a) Study Fig. 1, which shows information about population growth in three countries. Country Birth rate (per 1000) Death rate (per 1000) Natural population growth (per 1000) Chile 13.8 6.0 7.8 France 12.4 9.2 9.3 12.7 Hungary –3.4 Fig. 1 (i)
(IGCSE) Mathematics Oct/Nov 2014 paper 2 variant 2
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Page 3 9 Mark Scheme Cambridge IGCSE – October/November 2014 9.13 or 9.127 to 9.1271 3 Syllabus 0580 M2 for 3 Paper 22 1000 [1.31] oe 440 440 [0.761] oe 1000 1000 [2.27] oe Or M1 for 440 440 or [0.44] oe 1000
(IGCSE) Geography Oct/Nov 2020 paper 2 variant 3
Question paper found on page 7 / 20 pages total, pdf
7 (b) Using Fig. 2.1, describe the distribution of population growth rates in Africa. Do not use figures in your answer. ....................................................................................................
(IGCSE) Geography May/June 2015 paper 1 variant 2
Question paper found on page 2 / 28 pages total, pdf
2 QUESTION 1 1 (a) Study Fig. 1, which shows information about the population of Lithuania (an MEDC). Birth rate (2013) = 9.4 per 1000 Death rate (2013) = 11.5 per 1000 40 20 emigrants / immigrants (000’s) 0 2005 –20 2006 2007 2008 2009 2010 20
(A/s) Chemistry May/June 2003 paper 3
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3 9701/03/M/J/03 [Turn over (b) Explain why is a measure of the rate of reaction. .......................................................................................................
(IGCSE) Physics May/June 2015 paper 1 variant 2
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3 © UCLES 2015 0625/12/M/J/15 [Turn over 5 A metal block has the dimensions shown. Its mass is 1000 g. 2 cm 10 cm 5 cm What is the density of the metal? A × × 2 1000 10 5 g / cm 3 B × × 1000
(IGCSE) Geography May/June 2017 paper 1 variant 3
Question paper found on page 2 / 28 pages total, pdf
2 Section A Answer one question from this section. QUESTION 1 1 (a) Study Fig. 1, which shows information about population changes in three countries. Country Birth rate (per 1000) Death rate (per 1000) Natural population growth (per 1000) Bolivia 22.8 6.5 16.3 8.5 11.4 –2.9 13.3 7.4 Germany New Zealand Fig. 1 (
(IGCSE) Computer Science Oct/Nov 2018 paper 2 variant 1
Question paper found on page 14 / 16 pages total, pdf
14 6 The database table, PCSTOCK, is a part of the database in an electronics shop, showing some of the desktop (DT), tablet (TB) and laptop (LT) computers they have in stock. PCID ScreenSize DT303240 30 32 DT 4000 $5000.00 DT301620 30 16 DT 2000 $4000.00 DT303220 30
(IGCSE) Geography May/June 2019 paper 2 variant 2
Question paper found on page 16 / 24 pages total, pdf
16 (c) Fig. 4.3 shows the relief of Botswana. N 10 0 0 900 0 1000 12 0 110 0 80 0 1000 11 00 0 120 0 110 0 12 0 1000 0 km 160 international boundary 900 1100 Fig. 4.3 © UCLES 2019 Key 0460/22/M/J/19
(A/s) Physics Oct/Nov 2016 paper 1 variant 3
Question paper found on page 15 / 20 pages total, pdf
15 25 The graph shows the variation with time of the displacement X of a gas molecule as a continuous sound wave passes through a gas. X 0 0 125 250 375 500 625 750 875 1000 time / µs The velocity of sound in the gas is 330 m s –1 . All the graphs below have the same zero time as
(A/s) Physics Oct/Nov 2016 paper 1 variant 1
Question paper found on page 15 / 20 pages total, pdf
15 25 The graph shows the variation with time of the displacement X of a gas molecule as a continuous sound wave passes through a gas. X 0 0 125 250 375 500 625 750 875 1000 time / µs The velocity of sound in the gas is 330 m s –1 . All the graphs below have the same zero time as
(IGCSE) Physics Oct/Nov 2013 paper 2 variant 3
Question paper found on page 12 / 16 pages total, pdf
12 0625/23/O/N/13 © UCLES 2013 For Examiner’s Use 10 (a) Fig. 10.1 shows a light-dependent resistor (LDR) connected with a 1000 Ω resistor to form a potential divider. 1000 1 + – 12.0 V d.c. LDR Fig. 10.1 • In daylight, the LDR has a resistance much lower than 1000
(IGCSE) Physics May/June 2015 paper 1 variant 3
Question paper found on page 3 / 20 pages total, pdf
3 © UCLES 2015 0625/13/M/J/15 [Turn over 5 A metal block has the dimensions shown. Its mass is 1000 g. 2 cm 10 cm 5 cm What is the density of the metal? A × × 2 1000 10 5 g / cm 3 B × × 1000
(A/s) Physics Oct/Nov 2019 paper 1 variant 3
Question paper found on page 13 / 20 pages total, pdf
13 24 A siren emits sound of frequency 1000 Hz. The siren moves at 20 m s–1 towards an observer who is standing still. The speed of sound in the air is 330 m s–1. Which expression would correctly give the frequency heard by the observer? A B C D 1000 × 330 330 + 20 1000 × 330 330
(A/s) Chemistry Feb/March 2017 paper 2 variant 2
Question paper found on page 15 / 16 pages total, pdf
15 infra-red spectrum X 100 transmittance 50 0 4000 3000 2000 1500 1000 500 1000 500 1000 500 wavenumber / cm –1 infra-red spectrum Y 100 transmittance 50 0 4000 3000 2000 1500 wavenumber / cm –1 infra-red spectrum Z 100 transmittance 50 0 4000
(IGCSE) Physics May/June 2015 paper 3 variant 1
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16 9 In Fig. 9.1, a 12 V battery supplies a current I to a circuit. The circuit contains a thermistor and a 1000 Ω resistor in parallel, with a 500 Ω resistor in series. 12 V I 500 1 1000 1 Fig. 9.1 (a) At a certain temperature, the thermistor has a resistance of 1000 Ω. Calculate (i)
(IGCSE) Accounting Oct/Nov 2009 paper 1
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6 © UCLES 2009 0452/01/O/N/09 15 Sarah sublets part of her premises to Ruth. A cheque for rent has been received from Ruth. How will Sarah record this in her ledger? account to be debited account to be credited A bank rent receivable B rent receivable bank C rent receivable Ruth D Ruth bank 16 What is not a purpose of preparing a trial balance
(IGCSE) Biology May/June 2019 paper 3 variant 2
Question paper found on page 12 / 20 pages total, pdf
12 6 Fig. 6.1 is a graph of the world’s human population between the years 1000–2000. 7000 6000 5000 human population 4000 / million 3000 2000 1000 0 1000 1100 1200 1300 1400 1500 year 1600 1700 1800 1900 2000 Fig
(IGCSE) English - First Language May/June 2005 paper 3
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2 © UCLES 2005 0500/03/M/J/05 Section 1: Directed Writing 1 Charities nowadays are using a new type of fundraising idea. They plan an attractive expedition or trip and ask participants to pay to join in. Some of this money pays for the trip itself but some is kept by the charity to support its other work. Imagine that you have seen the advertisement printed on
(A/s) Accounting May/June 2013 paper 1 variant 2
Question paper found on page 4 / 12 pages total, pdf
4 9 Who is most likely to use an age analysis of debtors? A cashier B credit controller C sales ledger supervisor D sales manager 10 An error of reversal is made when recording the payment of a telephone bill for $500. Which journal entries are required to record the correction of this error? debit $ credit $ A bank 500 telephone 500 B bank 1000 telephone 10
(A/s) Chemistry Feb/March 2022 paper 1 variant 2
Question paper found on page 16 / 20 pages total, pdf
16 40 Which diagram shows the infrared spectrum of a compound that contains both a C=O and an O–H group? A B 100 transmittance / % transmittance / % 100 50 0 0 3000 2000 1000 –1 wavenumber / cm3000 2000 1000 –1 wavenumber / cm CD 100 transmittance / % transmittance / % 100 50
(IGCSE) Geography Oct/Nov 2013 paper 1 variant 1
Question paper found on page 2 / 28 pages total, pdf
2 QUESTION 1 (a) Study Fig. 1, which shows information about the birth and death rates of Sudan (LEDC) and Canada (MEDC). Country Birth rate (per 1000 of population) Death rate (per 1000 of population) Infant mortality rate (per 1000 live births) Sudan 36.1 11.0 68.1 Canada 10.2 8.0 4.9 Fig. 1 (i) Sudan
(A/s) Biology Oct/Nov 2018 paper 1 variant 3
Question paper found on page 17 / 20 pages total, pdf
17 38 Which graph shows the changes in antibody concentration following a second exposure to the same infection? 1000 A antibody concentration / arbitrary units 100 10 1 0 10 20 30 40 50 60 70 80 time / days first exposure second exposure 1000 B antibody concentration / arbitrary units 100 10 1 0 10 20 30 40 50 60
(IGCSE) Co-ordinated Sciences May/June 2019 paper 4 variant 2
Question paper found on page 24 / 28 pages total, pdf
24 (d) The overall equation for the Contact process is raw materials product 2S + 3O 2 + 2H 2 O 2H 2 SO 4 Complete steps 1 to 4 to calculate the mass of sulfuric acid made from 1000 g of sulfur. Show your working. [A r : H,1; O,16; S,32] Step 1 Calculate the number of moles in 1000 g
(IGCSE) Geography Oct/Nov 2008 paper 1
Question paper found on page 8 / 16 pages total, pdf
8 direction (b) Study Fig. 6, which shows the weather recorded at a weather station over a period of 24 hours in October. 360 300 240 180 120 60 0 1200 1400 1600 1800 2000 2200 2400 0200 0400 0600 0800 1000 1200 THURSDAY 15 OCTOBER FRIDAY
(A/s) Accounting May/June 2019 paper 3 variant 2
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9706/32 Cambridge International AS/A Level – Mark Scheme PUBLISHED Question 6(b) May/June 2019 Answer Marks 8 Workings: Semi-variable overheads – using high / low method $7500 3000 units – – $4000 1000 units Total cost less variable cost = fixed cost = = $3500 2000 units $7500 $5250 $2250
(IGCSE) Geography Oct/Nov 2006 paper 1
Question paper found on page 2 / 16 pages total, pdf
2 1 (a) Study Fig. 1, a scatter graph which shows the birth and death rates of seven countries in 2004. 40 40 Botswana 30 30 Death Rate (per 1000 population) Mozambique 20 20 Tanzania Ghana 10 Sudan USA 10 Morocco 0 10 20 30 Birth Rate (per 1000 population) 40 50 Fig. 1 (i) Name the country
(IGCSE) English - First Language May/June 2003
Examiner report found on page 1 / 14 pages total, pdf
0500 First Language English June 2003 1 FIRST LANGUAGE ENGLISH............................................................................................ 2 Paper 0500/01 Reading and Directed Writing.............
(IGCSE) Co-ordinated Sciences Oct/Nov 2019 paper 4 variant 3
Question paper found on page 25 / 32 pages total, pdf
25 step 1 Calculate the number of moles in 1000 dm 3 of propane. number of moles = ............................................................... step 2 Use your answer to step 1 and the balanced equation to calculate the number of moles of carbon dioxide produced by
(IGCSE) Computer Studies Oct/Nov 2013 paper 1 variant 3
Question paper found on page 12 / 20 pages total, pdf
12 10 (a) The following pseudocode was written to input 1000 dates. 1 2 3 4 5 For Examiner's Use count = 1 repeat input day, month, year count = count + 1 until count = 1000 (i) Describe why the loop only inputs 999 dates instead of 1000. [1] (ii) What needs to be changed or added to the above code
(A/s) Mathematics - Further Oct/Nov 2022 paper 3 variant 2
Mark scheme found on page 10 / 15 pages total, pdf
Cambridge International AS & A Level – Mark Scheme PUBLISHED 9231/32 Question 4(a) Answer 5v Marks ( M1 Separate variables and attempt to integrate into a log term. ) A1 10 ln 1000 − v3 = x ( + A) 3 x = 0, v = 5, A = − x= Guidance B1 Sight of m or 5 is required. dv 500
(A/s) Computer Science May/June 2015 paper 1 variant 2
Question paper found on page 10 / 16 pages total, pdf
10 7 A system is monitored using sensors. The sensors output binary values corresponding to physical conditions, as shown in the table: Parameter P T R Description of parameter Binary value Description of condition 1 pressure >= 3 bar 0 pressure < 3 bar 1 temperature >= 200°C 0 temperature < 200°C 1 rotation <= 1000 revs per minute (rpm) 0 rotation > 1000
(IGCSE) English - First Language May/June 2004
Examiner report found on page 1 / 15 pages total, pdf
0500 First Language English June 2004 1 CONTENTS FIRST LANGUAGE ENGLISH............................................................................................ 2 Paper 0500/01 Reading and Directed Writing...........
(IGCSE) English - First Language Oct/Nov 2003
Examiner report found on page 1 / 15 pages total, pdf
0500 First Language English November 2003 1 CONTENTS FIRST LANGUAGE ENGLISH............................................................................................ 2 Paper 0500/01 Reading and Directed Writing...........
(IGCSE) Environmental Management May/June 2016 paper 2 variant 3
Mark scheme found on page 2 / 9 pages total, pdf
Page 2 Mark Scheme Cambridge IGCSE – May/June 2016 Question 1(a) 1(b)(i) Answer Syllabus 0680 Paper 23 Marks Europe; 5; 26; 6; 4 any 4 of: less than 400 mm at X; increases to 400–1000 ; increases to over 1000 in central Africa / around Equator; decreases to 400–1000; decreases to under
(A/s) Chemistry Oct/Nov 2005 paper 5
Mark scheme found on page 3 / 4 pages total, pdf
Page 2 Mark Scheme Syllabus Paper A LEVEL – NOVEMBER 2005 9701 5 © University of Cambridge International Examinations 2005 (d) Give one mark for 0.20 x 1000 50 [1] (e) Give one mark for 5 x 0.1 x 1000 titre for each flask [1] (f) Give one mark for (answer (d) - answer (e)) for each
(A/s) Chemistry May/June 2023 paper 5 variant 1
Mark scheme found on page 5 / 8 pages total, pdf
9701/51 Cambridge International AS & A Level – Mark Scheme PUBLISHED Question Answer May/June 2023 Marks 1(a)(i)aqueous AND water has greater density (than ethoxyethane so it forms the lower layer)1 1(a)(ii)(10 cm3) (volumetric) pipette1 1(a)(iii)the acid transfers / dissolves into the water (before titration / reaction with sodium hydroxide)1 1(b)(i)
(A/s) Computer Science Oct/Nov 2019 paper 4 variant 2
Question paper found on page 8 / 20 pages total, pdf
8 (vi) A SalaryEmployee is paid a fixed monthly payment. • • • If the employee has worked a public holiday, they receive a 3% bonus payment. This is calculated from their MonthlyPayment. If the employee has worked 160 or more hours in a month, they receive an additional 5% bonus payment, calculated from their MonthlyPayment. If the employee pays into a pension, 4% will be subtracted from
(A/s) Computer Science May/June 2015 paper 1 variant 1
Question paper found on page 10 / 16 pages total, pdf
10 7 A system is monitored using sensors. The sensors output binary values corresponding to physical conditions, as shown in the table: Parameter P T R Description of parameter Binary value Description of condition 1 pressure >= 3 bar 0 pressure < 3 bar 1 temperature >= 200°C 0 temperature < 200°C 1 rotation <= 1000 revs per minute (rpm) 0 rotation > 1000
(A/s) Thinking Skills Oct/Nov 2014 paper 1 variant 2
Question paper found on page 11 / 20 pages total, pdf
11 18 Kara went out to buy fruit for some of her workmates to have for lunch. She bought 7 apples and 11 bananas and paid a total of $1.47, but she did not notice the individual prices for apples or bananas. Tim wants 2 apples and a banana. How much should he pay? A 24¢ B 25¢ C 27¢ D 29¢ 19 A particular
(IGCSE) Business Studies May/June 2014 paper 2 variant 2
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2 0450/22/INSERT/M/J/14 © UCLES 2014 Manuel’s Fruit and Vegetable Shop Manuel owns a shop selling fruit and vegetables. It is located on a main road in the capital city of country X. He is a sole trader and has been in business for 10 years. He has 5 employees who all work part-time in the shop. Manuel buys his fruit and vegetables
(A/s) Chemistry May/June 2023 paper 5 variant 3
Mark scheme found on page 5 / 8 pages total, pdf
9701/53 Cambridge International AS & A Level – Mark Scheme PUBLISHED Question Answer May/June 2023 Marks 1(a)(i)aqueous AND water has greater density (than ethoxyethane so it forms the lower layer)1 1(a)(ii)(10 cm3) (volumetric) pipette1 1(a)(iii)the acid transfers / dissolves into the water (before titration / reaction with sodium hydroxide)1 1(b)(i)
(IGCSE) English - First Language May/June 2018 paper 1 variant 1
Mark scheme found on page 14 / 16 pages total, pdf
0500/11 Cambridge IGCSE – Mark Scheme PUBLISHED Question Answer 3(a) What do you learn from Passage B about the Vikings’ discovery of North America and what they found there? Marks 10 Notes The Vikings' discovery of North America and what they found there: 1 Write your answers using short notes. 2 You do not need to use your own words. 3 4 5 Up to 10 marks
(A/s) Thinking Skills May/June 2018 paper 1 variant 1
Question paper found on page 11 / 20 pages total, pdf
11 16 William decided to track the number of calories that he consumed on each day last week. The table shows the quantity of calories he consumed at each meal on each day. Day Breakfast Lunch Dinner Monday 500 1200 800 Tuesday 700 1500 800 Wednesday 600 1000 1000 Thursday 600 1400 1000 Friday 800 400
(IGCSE) English - First Language May/June 2005
Examiner report found on page 1 / 15 pages total, pdf
0500 First Language English June 2005 1 CONTENTS FIRST LANGUAGE ENGLISH............................................................................................ 2 Paper 0500/01 Reading Passage (Core) ..........
(A/s) Physics Oct/Nov 2017 paper 2 variant 2
Mark scheme found on page 3 / 8 pages total, pdf
9702/22 Cambridge International AS/A Level – Mark Scheme PUBLISHED Question Answer October/November 2017 Marks force × perpendicular distance (of line of action of force) to/from a point B1 2(b)(i) 2.4r or (1.2 × 2r) or (1.2r + 1.2r) A1 2(b)(ii) (anticlockwise moment =) 6.0 × r / 2 × sin
(IGCSE) Design and Technology May/June 2007 paper 4
Mark scheme found on page 6 / 7 pages total, pdf
Page 6 Mark Scheme IGCSE – May/June 2007 Syllabus 0445 Paper 04 (f) (i) UTS (1) (1) BP (1) (1) [3] (ii) Strain = change in length / original length Strain = 0.01 mm / 1000 mm (1) Strain = 0.00001 (1) or 1 x 10 -5 Units (1) [3] 13
(IGCSE) Accounting Oct/Nov 2014 paper 1 variant 2
Question paper found on page 2 / 25 pages total, pdf
2 © UCLES 2014 0452/12/O/N/14 There are 10 parts to Question 1. For each of the parts (a) to (j) below there are four possible answers A , B , C and D . Choose the one you consider correct and place a tick ( ) in the box to indicate the correct answer. 1 (a) Why does the owner of a business
(IGCSE) Mathematics Oct/Nov 2014 paper 3 variant 2
Mark scheme found on page 2 / 5 pages total, pdf
Page 2 Mark Scheme Cambridge IGCSE – October/November 2014 Syllabus 0580 Paper 32 Abbreviations cao correct answer only dep dependent FT follow through after error isw ignore subsequent working oe or equivalent SC Special Case nfww not from wrong working soi seen or implied Question. 1 Answers Mark (a) 4 × 1000 × 1000 or 4 × 1000 2 1 (b) 0.95
(IGCSE) English - First Language Oct/Nov 2004
Examiner report found on page 1 / 15 pages total, pdf
0500 First Language English November 2004 1 CONTENTS FIRST LANGUAGE ENGLISH............................................................................................ 2 Paper 0500/01 Reading and Directed Writing...........
(A/s) Accounting Oct/Nov 2018 paper 1 variant 1
Question paper found on page 10 / 12 pages total, pdf
10 28 What does the diagram show about costs? sales revenue profit revenue and costs $000 fixed costs 1 2 3 years 4 A Fixed costs are increasing. B Total costs as a percentage of sales are decreasing. C Variable costs per unit are decreasing. D Variable costs per unit are increasing. 5 29 A business makes and sells three products: X, Y and Z. There will be
(IGCSE) Chemistry Feb/March 2017 paper 3 variant 2
Question paper found on page 12 / 16 pages total, pdf
12 (f) 1000 g of a solution produced by the electrolysis of concentrated aqueous sodium chloride contains the following masses of compounds. compound mass of substance present / g sodium chlorate( I ) 300 sodium chloride 6 sodium hydroxide 9 water 685 total 1000 (i) Calculate the mass of sodium hydroxide present in 200 g of this solution. [1] (ii) All the water
(IGCSE) Geography May/June 2011 paper 1 variant 3
Question paper found on page 2 / 24 pages total, pdf
2 QUESTION 1 (a) Study Fig. 1, which shows birth rates and death rates in Niger (an LEDC) and Australia (an MEDC). Niger 60 50 Birth rate 40 per 1000 30 Death rate 20 10 0 1955 1965 1975 1985 1995 2005 years Australia 30 per 1000 20 Birth rate 10 Death rate 0
(IGCSE) Computer Science May/June 2020 paper 2 variant 2
Mark scheme found on page 7 / 8 pages total, pdf
0478/22Cambridge IGCSE – Mark Scheme PUBLISHED QuestionAnswer 4(a) 4(b) © UCLES 2020 May/June 2020 Marks 3 One mark for correct input (PointsWon and PointsLost) One mark for correct calculations (Difference) One mark for correct output OUTPUT PointsWonPointsLostDifference50004474526Keep on trying 605520004055Well done move up 79009800-1900Sorry
(IGCSE) Accounting Oct/Nov 2014 paper 1 variant 1
Question paper found on page 2 / 24 pages total, pdf
2 There are 10 parts to Question 1. For each of the parts (a) to (j) below there are four possible answers A, B, C and D. Choose the one you consider correct and place a tick ( ) in the box to indicate the correct answer. 1 (a) Why does the owner of a business need to measure profit? A to calculate the total sales and purchases for
(IGCSE) Mathematics Oct/Nov 2010 paper 3 variant 2
Mark scheme found on page 2 / 4 pages total, pdf
Page 2 Mark Scheme: Teachers’ version Syllabus Paper IGCSE – October/November 2010 0580 32 © UCLES 2010 Abbreviations cao correct answer only cso correct solution only dep dependent ft follow through after error isw ignore subsequent working oe or equivalent SC Special Case www without wrong working art anything rounding to soi seen or implied Qu. Answers Mark Part Marks 1 (a) 0.76 × 10
(A/s) Biology May/June 2022 paper 3 variant 2
Question paper found on page 8 / 16 pages total, pdf
8 (ii) Suggest an explanation for the results for a daily dose of 0 mg and the results for daily doses of between 500–1000 mg. 0 mg ......................................................................................
(IGCSE) Geography Oct/Nov 2013 paper 2 variant 2
Question paper found on page 7 / 16 pages total, pdf
7 (c) Fig. 5 shows the variation in height above sea level in China. For Examiner’s Use N East China Sea Key mostly above 4000 m mostly between 1000 and 4000 m mostly below 1000 m 0 1000 km South China Sea Fig. 5 (i) Describe the relationship between the population distribution shown on Fig. 4 and height above sea level shown on
(A/s) Chemistry Oct/Nov 2019 paper 3 variant 3
Mark scheme found on page 6 / 13 pages total, pdf
9701/33 Cambridge International AS/A Level – Mark Scheme PUBLISHED Question 1(c)(iv) Answer Correct expression shown (for the first step) (Two steps) October/November 2019 Marks 1 Concentration HCl in FA 3 = ans (c)(iii) × 1000 / 25 Allow ans (c)(iii) × 40 (Concentration of FA 2 = Concentration of FA 3 × 25) OR moles
(A/s) Economics May/June 2016 paper 1 variant 3
Question paper found on page 11 / 12 pages total, pdf
11 © UCLES 2016 9708/13/M/J/16 [Turn over 26 Countries X and Y produce the world supply of computers and wheat. Each country divides its resources equally between the two products and produces the following. computers units wheat units X 2000 1400 Y 1000 200 How would total output be altered if each country specialised completely in the product in
(IGCSE) Environmental Management For examination from 2019 paper 1
Specimen question paper found on page 14 / 18 pages total, pdf
14 8 The table shows population data in some countries in 2013. country birth rate per 1000 people death rate per 1000 people Bulgaria 9.6 14.2 Japan 8.4 9.5 Pakistan 25.2 7.3 (a) (i) (ii) natural increase per 1000 people ............................... –1.1
(IGCSE) Geography Oct/Nov 2012 paper 1 variant 3
Question paper found on page 2 / 28 pages total, pdf
2 QUESTION 1 For Examiner’s Use (a) Study Fig. 1, which shows information about the population of four countries. Country Area (sq km) Population Population density (per sq km) Birth rate (per 1000) Death rate (per 1000) Natural population growth rate (per 1000) Bangladesh 143 998 156 050 883 1084 24.7 9.2 Pakistan
(IGCSE) Co-ordinated Sciences Oct/Nov 2004 paper 1
Question paper found on page 15 / 20 pages total, pdf
15 31 A student carries out an experiment to plot an extension / load graph for a spring. The diagrams show the apparatus at the start of the experiment and with a load added. start with load added x y What is the extension caused by the load? A x B y C y + x D y – x 32 Three horizontal forces act on a car that is moving along
(A/s) Chemistry Oct/Nov 2020 paper 5 variant 2
Mark scheme found on page 6 / 8 pages total, pdf
9701/52Cambridge International AS & A Level – Mark Scheme PUBLISHED QuestionAnswer October/November 2020 Marks 1(a)(i)To prevent carbon dioxide / CO2 from entering the flask1 1(a)(ii)To ensure that the solution is saturated1 1(b)(i)(10.65 / 1000 × 0.100) / 2 = 0.0005325 OR 5.325 × 10–
(IGCSE) Mathematics Oct/Nov 2014 paper 4 variant 1
Question paper found on page 12 / 20 pages total, pdf
12 6 A company tested 200 light bulbs to fi nd the lifetime, T hours, of each bulb. The results are shown in the table. Lifetime (T hours) Number of bulbs 0 < T Y 1000 10 1000 < T Y 1500 30 1500 < T Y 2000 55 2000 < T Y 2500 72 2500 <
(A/s) Biology May/June 2021 paper 1 variant 3
Question paper found on page 2 / 20 pages total, pdf
2 1 2 Which set of measurements is correct? diameter of capillarydiameter of red blood cellthickness of cell surface membrane of red blood cell A7 m7 m7 nm B7 m7 nm7 nm C0.7 mm7 m7 nm D0.7 mm0.7 mm7 m The diagram shows an eyepiece graticule and part of a stage micrometer scale as seen using 100 magnification. eyepiece graticule stage
(A/s) Business Feb/March 2016 paper 3 variant 2
Mark scheme found on page 6 / 11 pages total, pdf
Page 6 Mark Scheme Syllabus Paper Cambridge International AS/A Level – March 2016 9609 32 © Cambridge International Examinations 2016 4 (a) Refer to Appendix 1. Calculate for the purchase option: (i) payback period [2] 2 years – 2 marks Cumulative cash flows shown only – 1 mark Discounted payback – 1 mark Definition of payback 1 mark Year Annual net cash flows Cumulative cash
(IGCSE) Environmental Management May/June 2010 paper 2 variant 3
Question paper found on page 9 / 16 pages total, pdf
9 (iii) Describe the distribution of countries with high and very high birth rates above 25 per 1000. For Examiner’s Use ...................................................................................................
(IGCSE) Environmental Management May/June 2010 paper 2 variant 2
Question paper found on page 9 / 16 pages total, pdf
9 (iii) Describe the distribution of countries with high and very high birth rates above 25 per 1000. For Examiner’s Use ...................................................................................................