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=Welcome to Year 12_2012 Specialist Mathematics = =Weekly Course outline & Exercises= Term 1 Term 2

Feb1 ||  || No classes Feb 1-Feb 3 Introduction || Feb 7 ** B ** || 9A 9B 9C || Vectors and scalars Position vectors in two and three dimensions Multiplying two vectors – the dot product || Feb 14 || 9D 9E || Using vectors in Geometry Resolving vectors – scalar and vector resolutes || Feb 21 ** B ** || 9F 3A 3B || Time – varying vectors Introduction to complex numbers Basic operations using complex numbers || Feb 28 ||  || ** SAC 1 – ANALYSIS TASK (2 – 3 days)  ** ** (7% of overall study score) ** || Mar 7 ** B ** || 3C 3D 3E || Conjugates and division of complex numbers Complex numbers in polar form Basic operations on complex numbers in polar form || Mar 14 || 3F 3G || Factorisation of polynomials in C Solving equations in C || Mar 21 ** B ** || 1A 1B || Sketch Graphs of y = axm + bx-n + c, where m and n = 1,2 Reciprocal Graphs || Mar 28 || 1C 1D 1E || Graphs of ellipses Graphs of hyperbolas Partial Fractions || Apr 4 ** B ** || 4A 4B 4C || Rays and lines in the complex plane Circles and ellipses in the complex plane Combination graphs and regions in the complex plane ** END OF TERM 1 (April 8th) ** || Term 2 Course Ooutline
 * //** Week number **// || ** //Section of// Jacaranda //textbook// ** || **// Key ideas: Concepts covered in class //** ||
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 * Week 3
 * Week 4
 * Week 5
 * Week 6
 * Week 7
 * Week 8
 * Week 9
 * Week 10