TCE Mathematics Methods Level 4
TCE Mathematics Methods Level 4
| šCourse Type | Pre-tertiary |
|---|---|
| TASC Code | MTM415117 |
| TCE Points | 15 |
| ā±Hours | 150 |
| āļøStandard | Numeracy |
| šPrerequisites | NA |
šDesirable priorĀ experiences | Students considering taking this subject will need toĀ have been successful in Year 10 Mathematics Extended,Ā preferably achieving at B level or higher. Ā Alternatively,Ā successful completion of Mathematics MethodsĀ Foundation Level 3. Ā |
| šAssessment | Internal - ongoing against criteria External - 3 hour end of year exam against criteria |
What will I learn?
Mathematical Methods Level 4 aims to develop learners understanding of concepts and techniques and problem solving skills in the areas of algebra, function study, differential and integral calculus, probability and statistics. Ā This course also develops reasoning skills in mathematical contexts and in interpreting mathematical information as well as the capacity to communicate in a concise and systematic manner using mathematical language.
Ā Ā
Why should I consider this course?
This subject is designed for students who intend to undertake tertiary studies related to mathematics and is a prerequisite for some university courses. Ā Students who are not yet at this level, but who wish to attempt Mathematics Methods in Year 12 should take Mathematics Methods Foundation Level 3 in Year 11. Ā This course also provides the necessary prerequisites for the study of Mathematics Specialised Level 4 and as a foundation for tertiary studies in disciplines in which mathematics and statistics have important roles, including engineering, the sciences, commerce and economics, health and social sciences.
Ā
What Skills does this course provide?
Mathematics provides a framework for thinking and a means of communication that is powerful, logical, concise and precise. Ā It impacts upon the daily life of people everywhere and helps them to understand the world in which they live and work. Ā The syllabus emphasises the acquisition of knowledge and skills in content areas such as; functions and their graphs, circular (trigonometric) functions, differential calculus, integral calculus and probability.Ā
Ā
What Pathway Options does this course provide?
This course is designed for learners whose future pathways may involve mathematics and statistics and their applications in a range of disciplines at the tertiary level. Ā These disciplines may include, engineering, the sciences and other related technology fields, commerce and economics, health and social sciences. Ā It is also a foundation course for the study of Mathematics Specialised Level 4.