related mathematical routines and Define and explain key concepts, in procedures relation to the topics from the selected mathematical processes in areas of study, and apply a range of contexts and analyse and discuss related mathematical routines and these applications of mathematics in at procedures least three of the areas of study Apply mathematical processes in Use technology to produce results and contexts and analyse and discuss carry out analysis in situations requiring these applications of mathematics in at problem solving, modelling or least three of the areas of study investigative techniques or approaches Use technology to produce results and in at least three areas of study. carry out analysis in situations requiring problem solving, modelling or Assessment investigative techniques or approaches Assessment tasks for this unit comprise: in at least three areas of study. analysis tasks application Assessment tests Assessment tasks for this unit comprise: examination analysis tasks application tests examination Unit 3 & 4 Nature of the Study Specialist Mathematics consists of the following areas of study: coordinate geometry, circular (trigonometric) functions, algebra, calculus, vectors in two and three dimensions and mechanics. The development of course content should highlight mathematical structure and proof. All of this material must be covered in a progression from Unit 3 to Unit 4, with an appropriate selection of content for each of Unit 3 and Unit 4. Unit 3: Specialist Mathematics Unit 4: Specialist Mathematics Areas of Study Areas of Study Functions and graphs Calculus Algebra Mechanics Vectors Statistics and probability Calculus Outcomes Outcomes On completion of this unit students should On completion of this unit students should be able to: be able to: Define and explain key terms and Define and explain key terms and concepts as specified in the content concepts as specified in the content from the areas of study, and to apply a from the areas of study, and to apply a range of related mathematical routines range of related mathematical routines and procedures and procedures mathematical processes, with an Apply mathematical processes, with an emphasis on general cases, in emphasis on general cases, in contexts and to analyse and contexts and to analyse and discuss these applications of discuss these applications of mathematics mathematics Select and appropriately use technology to develop mathematical ideas, produce
related mathematical routines and procedures mathematical processes in contexts and analyse and discuss these applications of mathematics in at least three of the areas of study Use technology to produce results and carry out analysis in situations requiring problem solving, modelling or investigative techniques or approaches in at least three areas of study. Assessment Assessment tasks for this unit comprise: analysis tasks application tests examination Define and explain key concepts, in relation to the topics from the selected areas of study, and apply a range of related mathematical routines and procedures Apply mathematical processes in contexts and analyse and discuss these applications of mathematics in at least three of the areas of study Use technology to produce results and carry out analysis in situations requiring problem solving, modelling or investigative techniques or approaches in at least three areas of study. Assessment Assessment tasks for this unit comprise: analysis tasks application tests examination Unit 3 & 4 Nature of the Study Specialist Mathematics consists of the following areas of study: coordinate geometry, circular (trigonometric) functions, algebra, calculus, vectors in two and three dimensions and mechanics. The development of course content should highlight mathematical structure and proof. All of this material must be covered in a progression from Unit 3 to Unit 4, with an appropriate selection of content for each of Unit 3 and Unit 4. Unit 3: Specialist Mathematics Areas of Study Functions and graphs Algebra Vectors Calculus Outcomes On completion of this unit students should be able to: Define and explain key terms and concepts as specified in the content from the areas of study, and to apply a range of related mathematical routines and procedures Apply mathematical processes, with an emphasis on general cases, in contexts and to analyse and discuss these applications of mathematics Unit 4: Specialist Mathematics Areas of Study Calculus Mechanics Statistics and probability Outcomes On completion of this unit students should be able to: Define and explain key terms and concepts as specified in the content from the areas of study, and to apply a range of related mathematical routines and procedures mathematical processes, with an emphasis on general cases, in contexts and to analyse and discuss these applications of mathematics Select and appropriately use technology to develop mathematical ideas, produce
VCE-Course-Selection-Handbook-2019.docx