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Mathematics — previous courses · 2004 · May · Paper 2 · HL · TZ1 · Question paper

Mathematics — previous coursesQuestion paper2004HLMay

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This question paper is listed under Mathematics — previous courses in the 2004 examination archive. Its catalogue level is HL. The catalogue session is May. The information below helps you identify the document before opening the complete PDF. Subject, year and session labels come from the archive catalogue; the original cover remains the reference if a label differs. A file is not automatically suitable for your current syllabus simply because its subject name matches.

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MATHEMATICS HIGHER LEVEL PAPER 2 Friday 7 May 2004 (morning) 3 hours M04/511/H(2) c IB DIPLOMA PROGRAMME PROGRAMME DU DIPLÔME DU BI PROGRAMA DEL DIPLOMA DEL BI 224-237 12 pages INSTRUCTIONS TO CANDIDATES y Do not open this examination paper until instructed to do so. y Answer all five questions from Section A and one question from Section B. y Unless otherwise stated in the question, all numeri cal answers must be given exactly or to three significant figures. y Write the make and model of your calculator in the appropriate box on your cover sheet e.g. Casio fx-9750G, Sharp EL-9600, Texas Instruments TI-85. Please start each question on a new page. You ar e advised to show all working, where possible. Where an answer is wrong, some marks may be given for correct method, provided this is shown by written working. Solutions found from a graphic disp lay calculator should be supported by suitable working, e.g. if graphs are used to find a solution, you should sketch these as part of your answer. SECTION A Answer all five questions from this section. 1. [Maximum mark: 12] [2 marks] (a) The point lies in the plane . The vector isP( 1 ,2,11 ) 1π 34− +ij k perpendicular to . Find the Cartesian equation of .1π 1π (b) The plane has equation .2π 34xy z+ − = − (i) Show that the point P also lies in the plane . 2π [5 marks](ii) Find a vector equation of the line of intersection of and .1π 2π [5 marks](c) Find the acute angle between and .1π 2π – 2 – M04/511/H(2) 224-237
File information
Subject
Mathematics — previous courses
Document type
Question paper
Year
2004
Session
May
Level
HL
Paper
2
Examination zone
TZ1
Language
English
File size
175 KB
Pages
12
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