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411 समाचार
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411 REFERENCE · Wikibooks

HSC Mathematics Advanced, Extension 1, and Extension 2

Reference material by Wikibooks contributors. This retains its source identity and is not 411 news reporting.

notice float:right;margin-left:10px;margin-right:0px; padding:5px;font-size:120%;line-height:120%; left This book requires that you are familiar with mathematics up to Stage 5. HSC Mathematics (Advanced, Extension 1 and Extension 2) An Open Source Guide to Acing the HSC This book covers the New South Wales mathematics syllabi for Advanced, Extension 1 and Extension 2 levels. This aims to be a comprehensive guide to the course and heavily encourages contributions to improve its usefulness and keep it current in the face of more syllabus changes. Outline Advanced course (assumed knowledge for both Extensions) Preliminary Basic arithmetic and algebra /Real functions/ Trigonometric ratios /Linear functions/ The quadratic polynomial and the parabola Plane geometry — geometrical properties /Tangent to a curve and derivative of a function/ HSC Coordinate methods in geometry Applications of geometrical properties Geometrical applications of differentiation /Integration/ /Trigonometric functions/ (including applications of trigonometric ratios) /Exponential and logarithmic functions/ Applications of calculus to the physical world Probability /Series and series applications/ Extension 1 course Graphs Complex numbers Conics Integration Volumes Mechanics Polynomials Harder 3-Unit Topics /4-Unit/Mathematical inductions Mathematics study guides Higher School Certificate K-12 mathematics Preliminary Other inequalities Circle geometry Further trigonometry (sums and differences, t-formulae, identities and equations) Lines and linear functions Internal and external division of lines into given ratios Parametric representation Permutations and combinations Polynomials Harder applications of the Preliminary 2-Unit course HSC Methods of integration Primitive of sin²α and cos²α Equation dN / dt = k(N - P) Projectile motion Further probability Iterative methods for numerical estimation of the roots of a polynomial equation Harder applications of HSC 2-Unit topics Extension 2 course H 50%