Mathematics Advanced

Task description: Students will complete a 90 minute examination on the topics of Introduction to Calculus (Preliminary), Exponential and Logarithmic Functions (Preliminary), Transformation of Functions (HSC), Trigonometric Functions (HSC) & Further Differentiation (HSC) Type of Task: Formal examination: covers a broad range of syllabus content and outcomes, supervised under exam conditions (allowed in 2022 due to Covid exemptions) Method of Submission:

Timing of Task: Week 9 Task date: 30 March 2022 Task weighting: 30% Will this task be completed as part of the Assessment Block in Weeks 9 and 10? Yes Time allocated to task: 100 minutes

Task completion details: Students will complete a 90 minute examination and be allocated an additional 10 minutes reading time. Examination questions will be answered in the lined space provided and must include all relevant working.

Task outcomes: MA11-5 interprets the meaning of the derivative, determines the derivative of functions and applies these to solve simple practical problems, MA11-6 manipulates and solves expressions using the logarithmic and index laws, and uses logarithms and exponential functions to solve practical problems, MA12-1 uses detailed algebraic and graphical techniques to critically construct, model and evaluate arguments in a range of familiar and unfamiliar contexts, MA12-3 applies calculus techniques to model and solve problems, MA12-5 applies the concepts and techniques of periodic functions in the solution of problems involving trigonometric graphs, MA12-6 applies appropriate differentiation methods to solve problems

Instructions for Task Preparation: The following study/revision could be done to assist in preparing for this task: Test Yourself and Challenge Exercise for each relevant Preliminary and HSC topic being examined, ProjectMaths (Canvas), Preliminary and HSC Worksheets contained in Canvas, Past HSC Trial Examination papers (Canvas), Edrolo

Year 12 Assessment Information | Term 1, 2022 | 21