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Level 2 Certificate in Further Mathematics Practice Paper Set 2 Paper 2 8360/2. MARKING SCHEME. Accurate answers provided

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Paper 2 - Calculator Q Answer Mark Comments 1(a) y = 13 x B2 oe B1 (gradient) 13 oe B1 y = mx (± 0) m ≠ 13 oe 1(b) 62 + 22 (= 36 + 4 = 40) M1 62  22 M1 Dep 6.32(4…) or 6.325 A1 ... 2 sf answer needed 6.3 B1ft ft Any answer seen  2 sf that is rounded correctly to 2sf 2(a) m10 B1 2(b) m16 B1 2(c) m2 B1 2(d) m3 B2 B1 m6 or 3 1 m 3 (4, 0) B1 (0, 10) B1 12  their 4  their 10 M1 20 A1ft 4 5(x – 4) + 3x = 30 M1 Allow one error 5x  20 + 3x = 30 M1 ft Their one error if made 8x = 50 A1 6.25 A1ft oe ft From M1AQA Level 2 Certificate in Further Mathematics - 8360/2- Set 2 - Paper 2 - Practice Paper 5 Q Answer Mark Comments 5(a) 3 B1 5(b) 2 B1 5(c) x2 = 4 or 14 = 3x M1 (x =) 2 A1 Do not allow if (x =) 2 also included as a solution (x =) 3 14 A1 5(d) f(0) (= 4) or f(3) (= 5) or f(5) ( = 1) M1 4 ≤ f(x) ≤ 5 A2 oe eg, [4, 5] A1 Answer uses 4 and 5 but incorrect notation used eg, 4 ≤ x ≤ 5 6(a) 2 and 5 B1 6(b) x = 32 B1 oe 6(c) 2  x  5 B2ft ft Their two values in (a) B1 2  x  5 7 12  18  10  sin p (= 90sin [Show More]

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AQA Level 2 Certificate in Further Mathematics Specimen Assessment Materials. All Bundled for easier Connection of ideas and guaranteed Comprehension.

Collection of AQA mathematics practice questions with marking schemes. Recent Papers with predictor questions. download to score A+. For more enquirries,mailwamaesymonatgmaildotc

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