Mathematics Level 3

Mathematics Level 3 (Half Year) (L3MATHH)

Prior Learning: L2MATAF, L2MATHF, L2MATSH, L2MATCH (minimum of 9 credits)
Future Pathways/Subjects:
Note:
This course is designed for students that enjoy mathematics and are wishing to gain Level 3 credits in the subject. It covers linear programming, critical path analysis, bivariate data, and systems of equations. Placement into this course is at the discretion of the Head of Mathematics
TOTAL CREDITS AVAILABLE : 12 credits
INTERNAL CREDITS : 12 credits
EXTERNAL CREDITS : credits

Standard Number  Level  Credits  LIt / Num  Full Title Method of
Assessment		 Assessment Opportunities Offered
 91574  3  3  Num Mathematics and Statistics 3.2 – Apply linear programming methods in solving problems  Assignment
 91576  3  2 Num Mathematics and Statistics 3.4 – Use critical path analysis in solving problems  Assignment
 91580  3  4  Num, L1
Lit		 Mathematics and Statistics 3.8 – Investigate time series data  Assignment
 91587  3  3  Num Mathematics and Statistics 3.15 – Apply systems of simultaneous equations in solving problems  Assignment

Vocational Pathways

rosette-fullThe NZ Qualifications Authority has identified six categories of jobs.  The aim is to improve the relevance of learning for students by indicating how their learning and achievement is valued by broad sectors of the workforce. Vocational Pathways enables employers to assess whether potential employees’ skills align with their industry requirements more easily. This will be a real advantage when they look for work and training opportunities in the sector.

Students now have access to their personalised Vocational Profile on the NZQA website and it is important to students use this as a tool to plan their subjects at Level 1. It shows the progress to achieving a formal Vocational Pathways Award.

More on vocational pathways can be found at  Vocational Pathways

  • Relevant Vocational Pathways links:
  • Construction and Infrastructure
  • Manufacturing and Technology
  • Primary Industries
  • Service Industries
  • Social and Community Services
  • Creative Industries