Year 11 Maths Tutoring

Our Year 11 Mathematics Advanced program covers all relevant outcomes as outlined in the NSW Syllabus. As part of our program, students investigate graphical relationships of functions and relations. The study of trigonometry is further explored with the introduction of reciprocal functions and special identities. Students gain conceptual understanding of differential calculus by investigating rates of change. Developing mastery of differentiation techniques enables students to solve related problems such as describing the motion of a particle. In addition, our program reviews logarithmic and exponential functions, theoretical and experimental probability and the introduction of discrete probability distributions.

Our Year 11 Mathematics Extension 1 program covers all relevant outcomes as outlined in the NSW Syllabus. As part of our program, students develop algebraic and geometric strategies to solve inequalities. Inverse function and parametric form of a function is defined and applied to solve a range of questions. Students also learn algebraic methods to solve equations of polynomials. Inverse trigonometric functions are examined including their properties and graphs which are applied to a variety of abstract and practical situations. Students gain the necessary practice to develop mastery over complex trigonometric identities. In addition, our program introduces the application of calculus to the physical world including exponential growth and decay and related rates of change. A new area of study, Combinatorics is introduced. Students build skills to solve both permutation and combination questions. This is extended into binomial expansion and Pascal's triangle.

Our Year 11 General Mathematics program covers all relevant outcomes as outlined in the VIC Syllabus. Students build on their practices of earning and managing money, computation and practical arithmetic. We introduce the fundamental skills of working with matrices, graphs and networks and provide practice to help students build mastery. The study of measurement and similarity are further developed for three-dimensional objects. A major application of linear relations is linear programming. Students will learn techniques and processes to find optimal solutions to linear programming problems. Our program explores the statistical investigation process, applications of trigonometry as well as number patterns and recursion.

Our Year 11 Mathematical Methods program covers all relevant outcomes as outlined in the TAS Syllabus. Students examine the properties and graphs of linear, polynomial, inverse, exponential and logarithmic functions. Trigonometric functions are developed to include special identities. Students also learn to select appropriate techniques when working with arithmetic and geometric sequences and their application to financial situations. Investigating instantaneous rates of change helps build a student's conceptual understanding of differential calculus. Developing mastery of differentiation techniques enables students to solve related problems such as describing motion of a particle. The fundamental theory behind probability is expanded to include more complex techniques including conditional probability, independence and combinations.

Blossom, Mathematics student, Camden NSW

Ares, Mathematics Extension 1 student, Camden NSW

Arjun, Mathematical Methods student, Miami QLD

Yusra, Mathematical Methods student, Sunbury VIC