# Jan 1, 2007 OCR will not enter into any discussion or correspondence in connection Further Pure Mathematics 1. 19. 4726. Further Pure Mathematics 2.

OCR (Oxford Cambridge and RSA) is a leading UK awarding body, providing a 4726. Mark Scheme. June 2011. 5(i) d sin cos d x x y y y. = ⇒. = 2. 2 d. 1. 1 d.

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ALevelMathsRevision.com Bounds on Integrals Using Rectangles (From OCR 4726) Q1, (Jan 2007, Q3) Q2, (Jan 2008, Q3) Q3, (Jun 2009, Q1) 4726 Mark Scheme January 2009 4726 Further Pure Mathematics 2 1 (i) Give 1 + 2x +(2x)2/2 M1 Reasonable 3 term attempt e.g. allow 2x2/2 Get 1 + 2x + 2x2 A1 cao SC Reasonable attempt at f′(0) and f″(0) M1 Get 1+2x+2x2 cao A1 (ii) ln( (1+2x+2x2) + (1-2x+2x2)) = M1 Attempt to sub for e2x and e-2x ln(2+4x2) = A1√ On their part (i) 4726 Mark Scheme June 2009 20 4726 Further Pure Mathematics 2 1(i) Attempt area = ±Σ(0.3y) for at least three y values M1 May be implied Get 1.313(1..) or 1.314 A1 Or greater accuracy (ii) Attempt ± sum of areas (4 or 5 values) M1 May be implied Get 0.518(4..) Or Attempt answer to part (i)−final rectangle Get 0.518(4..) A1 M1 A1 ALevelMathsRevision.com Bounds on Integrals Using Rectangles (From OCR 4726) Q1, (Jan 2007, Q3) Q2, (Jan 2008, Q3) Q3, (Jun 2009, Q1) 4726 Mark Scheme June 2014 2 Subject-specific Marking Instructions a Annotations should be used whenever appropriate during your marking. The A, M and B annotations must be used on your standardisation scripts for responses that are not awarded either 0 or full marks. 4726 Mark Scheme January 2010 21 4726 Further Pure Mathematics 2 1 (i) Get 0.876096, 0.876496, 0.876642 B1 For any one correct or from wrong answer; radians only B1 All correct (ii) Subtract correctly (0.00023(0), 0.000084) Divide their errors as e 4 /e 3 only Get 0.365(21 ) B1 M1 A1 On their answers May be implied Cao Past Paper Of ocr | AS And A Level | Mathematics 3890, 3891, 3892, 7890, 7891, 7892 | Past Papers, Mark Schemes And Reports | 2018 - June Series | 529235-mark-scheme *6701311189* Oxford Cambridge and RSA Monday 26 June 2017 – Afternoon A2 GCE MATHEMATICS 4726/01 Further Pure Mathematics 2 QUESTION PAPER INSTRUCTIONS TO CANDIDATES These instructions are the same on the Printed Answer Book and the Question Paper. OCR Maths A-Level June 2016 (3890-3892 & 7890-7892) OCR Mathematics: 4725/01 Further Pure Maths 1: Q A: OCR: OCR Maths A-Level June 2016 (3890-3892 & 7890-7892) OCR Mathematics: 4726/01 Further Pure Maths 2: Q A: OCR: OCR Maths A-Level June 2016 (3890-3892 & 7890-7892) OCR Mathematics: 4727/01 Further Pure Maths 3: Q A: OCR © OCR 2016 4726/01 Jun16 7XUQ RYHU You are given the equation ( )2 1x- -2 ex= 0. L Verify that 0 is a root of the equation. > @ There are also two other roots, a and 4,726 Posts #4 • Dec 13, 2006.

ALevelMathsRevision.com Polar Coordinates (From OCR 4726) Q1, (Jan 2006, Q8i,iii,iv) Q2, (Jun 2006, Q7ii-iv) Q3, (Jan 2007, Q9) Q4, (Jan 2011, Q7iii) The Newton-Raphson Method (From OCR 4726) Q1, (Jan 2006, Q2) Q2, (Jan 2008, Q5) Q3, (Jun 2008, Q6i,ii) Q4, (Jan 2010, Q3i,ii) ALevelMathsRevision.com Polar Coordinates (From OCR 4726) Q1, (Jan 2006, Q8i,iii,iv) Q2, (Jun 2006, Q7ii-iv) Unit 4726: Further Pure Mathematics 2 OCR (Oxford Cambridge and RSA) is a leading UK awarding body, providing a wide range of qualifications to meet the needs of candidates of all ages and abilities. ALevelMathsRevision.com Bounds on Integrals Using Rectangles (From OCR 4726) Q1, (Jan 2007, Q3) Q2, (Jan 2008, Q3) Q3, (Jun 2009, Q1) 4726 Mark Scheme January 2009 4726 Further Pure Mathematics 2 1 (i) Give 1 + 2x +(2x)2/2 M1 Reasonable 3 term attempt e.g. allow 2x2/2 Get 1 + 2x + 2x2 A1 cao SC Reasonable attempt at f′(0) and f″(0) M1 Get 1+2x+2x2 cao A1 (ii) ln( (1+2x+2x2) + (1-2x+2x2)) = M1 Attempt to sub for e2x and e-2x ln(2+4x2) = A1√ On their part (i) 4726 Mark Scheme June 2009 20 4726 Further Pure Mathematics 2 1(i) Attempt area = ±Σ(0.3y) for at least three y values M1 May be implied Get 1.313(1..) or 1.314 A1 Or greater accuracy (ii) Attempt ± sum of areas (4 or 5 values) M1 May be implied Get 0.518(4..) Or Attempt answer to part (i)−final rectangle Get 0.518(4..) A1 M1 A1 ALevelMathsRevision.com Bounds on Integrals Using Rectangles (From OCR 4726) Q1, (Jan 2007, Q3) Q2, (Jan 2008, Q3) Q3, (Jun 2009, Q1) 4726 Mark Scheme June 2014 2 Subject-specific Marking Instructions a Annotations should be used whenever appropriate during your marking.

## OCR AS and A Level Further Mathematics A (from 2017) qualification information including specification, exam materials, teaching resources, learning resources

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### Polar Coordinates (From OCR 4726) Q1, (Jan 2006, Q8i,iii,iv) Q2, (Jun 2006, Q7ii-iv) Q3, (Jan 2007, Q9) Q4, (Jan 2011, Q7iii) Q5, (Jun 2013, Q8)

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### ALevelMathsRevision.com. Integration Involving Trigonometric and Hyperbolic Functions (From OCR 4726). Q1, (Jan 2007, Q4). Q2, (Jan 2008, Q9)

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## OCR (Oxford, Cambridge and RSA Examinations) is a unitary awarding body, established by the University of Cambridge Local Examinations Syndicate and the RSA Examinations Board in January 1998. OCR provides a full range of GCSE, A level, GNVQ, Key Skills and other

OCR (Oxford Cambridge and RSA) is a leading UK awarding body, providing a wide range of qualifications to meet the needs of candidates of all ages and abilities. OCR qualifications include AS/A Levels, Diplomas, GCSEs, Cambridge Nationals, Cambridge Technicals, 4726 OCR Mark Scheme Further Pure Mathematics 2 - June 2015 HOT. Download. Past Paper OCR Further Maths 2 maths Alevel Mark Scheme Back. Powered by jDownloads MATHEMATICS 4726 Further Pure Mathematics 2 Candidates answer on the Answer Booklet OCR Supplied Materials: • 8 page Answer Booklet • List of Formulae (MF1) Other Materials Required: None Monday 11 January 2010 Morning Duration: 1 hour 30 minutes * * 4 4 7 7 2 2 6 6 * * INSTRUCTIONS TO CANDIDATES 4726 OCR Mark Scheme Further Pure Mathematics 2 - June 2014.

Jan 1, 2007 OCR will not enter into any discussion or correspondence in connection Further Pure Mathematics 1.