Mathematics > MARK SCHEMES > Level 2 Certificate in Further Mathematics Practice Paper Set 2. Paper 1 8360/1. (All)

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Level 2 Certificate in Further Mathematics Practice Paper Set 2. Paper 1 8360/1.

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Glossary for Mark Schemes These examinations are marked in such a way as to award positive achievement wherever possible. Thus, for these papers, marks are awarded under various categories. M Method marks are awarded for a correct method which could lead to a correct answer. A Accuracy marks are awarded when following on from a correct method. It is not necessary to always see the method. This can be implied. B Marks awarded independent of method. M Dep A method mark dependent on a previous method mark being awarded. BDep A mark that can only be awarded if a previous independent mark has been awarded. ft Follow through marks. Marks awarded following a mistake in an earlier step. SC Special case. Marks awarded within the scheme for a common misinterpretation which has some mathematical worth. oe Or equivalent. Accept answers that are equivalent. eg, accept 0.5 as well as 12Practice Paper - Paper 1 - Set 2 - 8360/1 - AQA Level 2 Certificate in Further Mathematics 4 Paper 1 - Non-Calculator Q Answer Mark Comments 1 6x2  5 B2 B1 For one term correct 2(a) 7n  3 B2 B1 For 7n  ? 2(b) Their 7n  3  150 M1 oe Allow 7n  3 = 150 21 A1 Alt 2(b) Substitutes a value of n  20 M1 Works out 15 or more terms 21 A1 3 5x + k = 3 M1 3x  k = 1 M1 8x = 4 M1 (x = ) 0.5 A1 oe 4 3a + 8 = 2 or –3 + 4 = b M1 Sight of b = 1 or a = 2 earns this mark 3a + 8 = 2 and –3 + 4 = b M1 a = –2 and b = 1 A1 5(a) 12 4 or 13 M1 oe 5(b) y7 = 12 4 M1 oe (y =) 2 13 A1 oe 6 20x2 + 15xy  8xy  6y2 M1 oe Must have 4 terms with at least 3 correct 20x2 + 15xy  8xy  6y2 A1 20x2 + 7xy  6y2 A1ft ft From M1 A0AQA Level 2 Certificate in Further Mathematics - 8360/1- Set 2 - Paper 1 - Practice Paper 5 Q Answer Mark Comments 7(a) 3(42) + 4  (3)2  (3) M1 46 A1 7(b) 3x2 + x – 52 – 5 (= 0) M1 3x2 + x – 30 (= 0) M1 (3x ± a)(x ± b) (= 0) M1 ab = 30 or a + b = 1 3 10 and 3 A1 oe 8(a) Gradient = –2 M1 y + 6 = – 2(x – 1) M1 y = – 2x – 4 A1 Alt 8(a) Gradient = –2 M1 6 = 2(1) + c or c = 4 M1 y =  2x  4 A1 8(b) Gradient = 12 M1 ft Their gradient in (a) y – 4 = 12 (x + 5) M1 Substituting y = 0 M1 Dep Dep on attempt at straight line equation x = –13 or (–13, 0) A1 Alt 8(b) Gradient = 12 M1 ft Their gradient in (a) 4 = 12 (5) + c or c = 6 12 M1 y = 12 x + 6 12 and substituting y = 0 M1 Dep Dep on attempt at straight line equation x =  13 or (13, 0) A1

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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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