OCR ADVANCED SUBSIDIARY GCE IN MATHEMATICS (3840, 3841, 3842, 3843 and 3844) AS/A Level Mathematics A specimen question papers and mark schemes

Program Rationale and Philosophy Pure Mathematics 10-20-30 (Senior High) /1 ©Alberta Learning, Alberta, Canada (2002) PROGRAM RATIONALE AND PHILOSOPHY Pure mathematics emphasizes mathematical theory and the testing of mathematical hypotheses.

**Pure Math** 30 Conics Review 1. The conic section formed when a plane intersects a right circular double napped cone parallel to the axis could be a _____ or _____ 2.

1. The number of ways 12 teams can play each other once is 12. Since each of 2 C these combinations happens twice, multiply the result by 2 to find the number of games in total.

[2] GUILLEMINV., Complexesofdiﬀerentialoperators,Proc. Sym. **PureMath**. AMS,1968,125–127. [3] MALGRANGE, B., Sur les systems diﬀeretiels a coeﬃcients constants, Les Equations Aux Derivees

PM30 - Combinatorics Lesson 5 www.puremath30.com 365 **Pure Math** 30: Explained! 5

3 Results 2002-2003 Diploma Examinations 2002 - 2003 Percentage of Ross Sheppard students achieving the acceptable standard compared to the province 94.8 90.9 93.4 89.9 88.2 90.4 80.9 90.1 82 92.4 85.2 86.6 81.7 84.5 84.9 80.9 84.5 81.5 50 55 60 65 70 75 80 85 90 95 100 English 30 English 33 Social 30Social 33Math 30 **PureMath** 30 ...

CXC A6/U2/07 This document CXCA6/U2/07 replaces CXC A6/U2/04 issued in 2004. Please note that the syllabus has been revised and amendments are indicated by italics and vertical lines.

October 05, 2009 Geometric Sequence and Series Word Problems When solving geometric sequence and series word problems you need to follow these steps.

Exponents and Radicals **Pure Math** 10 Notes _____ Page 96.