Mathematics > GCSE MARK SCHEME > Mark Scheme January 2022 Pearson Edexcel International GCSE Mathematics A (4MA1) Paper 2FR (All)

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Mark Scheme January 2022 Pearson Edexcel International GCSE Mathematics A (4MA1) Paper 2FR

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International GCSE Maths Q Working Answer Mark Notes 1 (a) El Salvador 1 B1 (b) 400 1 B1 Allow hundred oe (c) Bahamas & Syria 1 B1 (d) Three thousand, three hundred and seventy one 1 B1 To ... tal 4 marks 2 (a)(i) (3, 4) 1 B1 (ii) (−1, 2) 1 B1 (b) Cross at (7, 2) 1 B1 (c) (1, 3) 2 B2 for (1, 3) (B1 for one coordinate correct) Total 5 marks https://britishstudentroom-b430a.web.app/3 (a) cylinder 1 B1 allow circular prism (b) 12 1 B1 Total 2 marks 4 (a) 34 1 B1 (b) 18 1 B1 Total 2 marks 5 (a) 64 1 B1 (b) 0.45 1 B1 (c) 3 8 1 B1 (d) 3 2 4 1 B1 (e) square 1 B1 Total 5 marks 6 24 ÷ 4 (= 6) or width = 24 3 M1 Could be clearly shown on diagram. 10 × ‘6’ oe or 24 + 24 + 6 + 6 oe M1 dep M1 60 A1 SC if no other marks scored B1 for 24 × 4 (= 96) Total 3 marks https://britishstudentroom-b430a.web.app/7 (a) 21 : 48 2 M1 or 16 : 7 7 : 16 A1 cao (b) 11 15 1 B1 oe exact fraction Total 3 marks 8 0.14 × 350 (= 49) 3 M1 ‘49’ + 25 or 0.14 × 350 + 25 M1 74 A1 Total 3 marks 9 (i) 360 – (92 + 44) (= 224) oe or 92 + 44 + x + x = 360 oe 3 M1 ‘224’ ÷ 2 or 2x = ‘224' oe M1 112 A1 (ii) Correct reason 1 B1 dep on M1 for a correct reason Angles in a quadrilateral sum to 360o (accept Angles in a quadrilateral sum to 360o) Total 4 mar [Show More]

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