Mark Scheme (Results) January International GCSE Mathematics (4MA0) Paper 1F

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Transcription:

Mark Scheme (Results) January 2012 International GCSE Mathematics (4MA0) Paper 1F

Edexcel and BTEC Qualifications Edexcel and BTEC qualifications come from Pearson, the world s leading learning company. We provide a wide range of qualifications including academic, vocational, occupational and specific programmes for employers. For further information, please call our GCE line on 0844 576 0025, our GCSE team on 0844 576 0027, or visit our qualifications website at www.edexcel.com. For information about our BTEC qualifications, please call 0844 576 0026, or visit our website at www.btec.co.uk. If you have any subject specific questions about this specification that require the help of a subject specialist, you may find our Ask The Expert email service helpful. Ask The Expert can be accessed online at the following link: http://www.edexcel.com/aboutus/contact-us/ Pearson: helping people progress, everywhere Our aim is to help everyone progress in their lives through education. We believe in every kind of learning, for all kinds of people, wherever they are in the world. We ve been involved in education for over 150 years, and by working across 70 countries, in 100 languages, we have built an international reputation for raising achievement through innovation in education. Find out more about how we can help you and your students at: www.pearson.com/uk January 2012 Publications Code UG030741 All the material in this publication is copyright Pearson Education Ltd 2012

January 2012 International GCSE Mathematics (4MA0) Paper 1F Mark Scheme Question Working Answer Mark Notes 1. (a) 5 1 B1 (b) 12 1 B1 (c) 3 Squares shaded 1 B1 2. (a) (i) 112 1 B1 (ii) 16 1 B1 (iii) 1377 1 B1 (iv) 6 1 B1 (b) (i) 5 3 2 1 B1 (any order) (ii) 523 1 B1 ft from (bi) 3. (a) Angles do not add up to 360 o 2 B2 (B1 for 245 + 135 =380) (b) (i) obtuse (angle) 1 B1 (any recognisable spelling) (ii) reflex (angle) 1 B1 (any recognisable spelling) 4. (a) (i) Pyramid 1 B1 (any recognisable spelling) (ii) (Hexagonal) Prism 1 B1 (accept any prism) (b) (i) 5 1 B1 (ii) 12 1 B1 Total 3 marks Total 6 marks Total 4 marks Total 4 marks

5. (a) Wednesday 1 B1 (any recognisable spelling or abbreviation) (b) (i) 10 1 B1 (ii) 40 1 B1 ft from (i) {i.e. 4 x ans to (b)(i)} (iii) 25 1 B1 ft from (i) {i.e. 2.5 x ans to (b)(i)} (c) (i) 0.12 1 B1 cao (ii) 12/100 accept 6/50 3/25 2 (d) 15:35 3:7 2 cao SC B1 for 7:3 or 1: 2.33..{at least 2 d.p} Total 9 marks 6. (a) XXXXXXXXX X X X X (b) 9 x 3 2 (c) (37 + 2) 3 or 37 = 3 n 2 (d) 25 2 13 2 N = 3P 2 3 1 B1 accept 3 and +2 operating on 37 in any order (e.g 14.33...) B3 for N = 3P 2 oe B2 for 3P 2 B1 for N = linear function of P Total 8 marks

7. (a) 3 + 18 or -18-3 21 2 (accept 21) (b) -18 +11 7 2 cao (c) (i) (0)2 25 pm 1 B1 allow 2.25, 2:25, with leading zeros, 25(mins) past 2 pm (ii) 25 + 10 + 45 (=80) or 25 + 10 + 105 (=140) or 14 25 + 2hrs 5mins or 2.25 + 2hrs 5 mins intention to add all minute components conversion of cooking time to minutes & intention to add or 14 25 + 1 hr 55mins or 2.25 + 1 hr 55 mins 16 20 2 (accept 4.20) Total 7 marks 8. (i) Mark A Mark A at 1 1 B1 (ii) Mark B Mark B at 0.8 cm to 3 cm from O 1 B1 (iii) Mark C Mark C at 0.5 1 B1 9. (a) 36 ± 2 1 B1 (b) ( 1, 5) 1 B1 (c) y = 1 1 B1 (d) Points at ( 3,0) (4,0)(2, 3)( 1, 3) 2 B2 B1 any 2 or 3 points correct 10. (a) 40 1 B1 (b) 1024 1 B1 (c) 23 1 B1 (d) (i) 3.44821(724..) 1 B1 at least 4 sig figs (ii) 3.45 1 B1 ft if d(i) is > 3 sf Total 3 marks

11. (a) 60 / 40 or 40 / 60 18 x 60 / 40 oe (b) 60/150 x 360 27 3 144 2 (angles ±2 ) accept answers which round to 29 to 25 if evidence of angles measured. for 60/150 (=0.4) or 150/60 (=2.5) 12. (a) (i) 3be 1 B1 (accept any order but no x s (ii) 4p 3 1 B1 (iii) 8g 7h 2 B2 (B1 for 8g or 7h) (b) 45 1 B1 (c) a(5 3a) 2 B2 B1 for factors which when expanded & simplified give 2 terms for which one is correct. (d) (i) 8 6w 1 B1 (ii) y 3 + 10y 2 2 B2 B1 for y 3 or 10y 2 Total 10 marks 13. (a) 7/32 x 100 oe (b) 4/100 x 32 (=1.28) or 4/100 x 32000000 (=1280000) 32 + 1.28 or 32000000 + 1280000 ) 21.9 2 33 3 (21.875) accept awrt to 21.9 M2 for 32 x 1.04 oe or 32000000 x 1.04 oe (dep) (33.28) accept 33.3, 33000000, 33300000, 33280000 14. 2/5 x 30 12 2 12 out of 30 = 12/30= A0 Total 2 marks

15. Arcs of length 6cm from A and B Arc of length 10 cm from A or B Arc of length 6 cm from correct top vertex Correct rhombus within overlay tolerance 4 Dependent on M3 sc B1 for correct rhombus with no construction lines. Total 4 marks 16. (a) (i) Does not study Maths No student studies (both) German and Maths Students who study German do not study Maths etc (ii) (Preety) does not study French (Preety) is not a member of (set) F 1 B1 Accept general answers (e.g. no student belongs in both sets). 1 B1 Accept she /he in place of Preety or omission of name. Penalise extra incorrect statements (e.g. Preety studies Maths and German but not French) (b) 1,2,3,4 2 B2 (B1 for any 3 correct with no repetitions or additions) Total 4 marks 17. π x 7.5 2 x 26 4590 3 M2 for π x 15 2 x 26 or 18369 18386 inc (4594.579...) accept answers 4592 4597 inc Total 3 marks 18. 3x 12 = 5x + 8 20 = 2x oe 10 3 for 3x 12 separating x s and numbers cao (dep on ) Total 3 marks 19. (a) 9 to 11 1 B1 (b) (1 x 3) + (4 x 6) + (7 x 10) + (10 M2 x 15) + (13 x 5) + (16 x 1) (=328) 328 ( 3+6+10+15+5+1 ) 8.2 4 All products, t x f using ½ way points correctly, and intention to add. Award if all products, t x f using their ½ way points consistently, from 6 to 8 interval onwards and intention to add. (dep on one at least ) Accept 8 with working. 8 without working = M0A0

20. (a) Use of sine or.. sin x = 3.4 / 5.8 (=0.586..) 35.9 3 Sine must be selected for use. (35.888...)Use isw on awrt 35.9 (b) (i) 5.85 1 B1 accept 5.849 rec (ii) 5.75 1 B1

Further copies of this publication are available from Edexcel Publications, Adamsway, Mansfield, Notts, NG18 4FN Telephone 01623 467467 Fax 01623 450481 Email publication.orders@edexcel.com Order Code UG030741 January 2012 For more information on Edexcel qualifications, please visit www.edexcel.com/quals Pearson Education Limited. Registered company number 872828 with its registered office at Edinburgh Gate, Harlow, Essex CM20 2JE