Transcription of Specimen paper MATHEMATICS HIGHER TIER …
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Specimen paper MATHEMATICS HIGHER TIER …
GCSE BITESIZE examinations General Certificate of Secondary Education Specimen paper MATHEMATICS . HIGHER tier . 2005. paper 1 Non-calculator Time allowed: 2 hours You must not use a calculator. Answer all questions in the space provided. Mark allocations are shown in brackets. The maximum mark for this paper is 99. Show clearly how you work out your answer. In addition to this paper , you will require: - mathematical instruments 1. Formula sheet: HIGHER tier You may use the following formulas: Volume of prism = area of cross section length 4. Volume of sphere = r . 3. Surface area of sphere = 4 r . 1. Volume of cone = r h 3. Curved surface area of cone = rl In any triangle ABC. 1. Area of triangle = ab sin C. 2. a b c Sine rule = =. sin A sin B sin C. Cosine rule a = b + c -2bc cos A. The quadratic equation The solutions of ax + bx + c = 0, where a 0, are given by b (b 4ac). x=. 2a 2. Answer all questions in the spaces provided. 1. (a) Give prime factorisations of 432 and 522.
1 GCSE BITESIZE examinations General Certificate of Secondary Education Specimen paper MATHEMATICS HIGHER TIER ©2005 Paper 1 …
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