Mathematics 3 (S2)
Course Description
Teacher in Charge: Damien Galvan.
This Level 3 course is designed to complement success in Mathematics 3 (S1) or provide an option for students wishing to learn about Level 3 Mathematics in the second semester.
Mathematics:
In this part of the course, basic Algebraic Methods and Techniques are used to solve problems set in real-life contextual situations.
Solving Simultaneous Equations (3 credits) and Linear Programming (3 credits) are the Internal assessment focus in this part of the course. Students that have struggled with Algebraic Methods and Techniques will find success in this course because in the two areas, the range of skills needed to develop is narrow and straightforward.
There is an External assessment of Statistical Reports(4 credits) which concludes the program. This based on the use of the Statistical Enquiry Cycle.
Course Overview
Semester B
Simultaneous Equations (Internal Assessment - Term 3)
Linear Programming (Internal Assessment - Term 3)
Statistical Reports (External Assessment - Term 3)
Prerequisites
Achieved 12 or more credits in a pathway course at Level 2, and attempted an External Assessment in that course. Alternatively, you will need HOD approval.
For a student wishing to continue from Semester 1 Mathematics 3, they will need to have passed 6 credits to continue in Semester 2.
Contributions and Equipment/Stationery
In-class/at home workbooks and study guides required and cost approximately $36.
Credit Information
You will be assessed in this course through all or a selection of the standards listed below.
This course is approved for University Entrance.
For a full list of UE approved subjects, go here:
https://www.nzqa.govt.nz/qualifications-standards/awards/university-entrance/approved-subjects
External
NZQA Info
Mathematics and Statistics 3.2 - Apply linear programming methods in solving problems
NZQA Info
Mathematics and Statistics 3.12 - Evaluate statistically based reports
NZQA Info
Mathematics and Statistics 3.15 - Apply systems of simultaneous equations in solving problems